Subramanian .N
Maths

##### General Details

nsmathsmaths.sastra.edu | |

School | School of Humanities & Sciences |

Designation | Professor |

Department | Maths |

##### Educational Qualifications

M.Sc;M.Phil;Ph.D,D.Sc |

##### Areas of Interest

Summability Through Functional Analysis |

##### National/International Conference Presentation Details

1. International Conference on Analysis and |

Applied Topics, Aligarh Muslim University, |

Aligarh (Aug-1998), presented a paper |

entitled "On the Hahn Sequence space". |

2. International Conference on P-adic |

Analysis, Summability theory, Fuzzy |

Analysis and Applications (Dec-1998), |

Forum D' Analystes(chennai), presented a |

paper entitled "Matrix Transformations of |

the Hahn sequence space". |

3. UGC sponsored National Level Conference |

on Mathematics (Gopichettipalayam- |

Feb-1999), presented a paper entitled |

"Matrix Transformations on L-pi". |

4. Kerala Mathematical Association (Aluwa- |

2000), presented a paper on "The |

distinguished subspaces". |

5. International Seminar on Mathematical |

Tradition of Kerala (Kanjirapally- |

Jan-2000), presented a paper on "P-adic |

functions". |

6. National Seminar on Applications of |

Mathematics (Tiruchirapalli-Feb-2000), |

presented a paper entitled "Sectional |

Sequence Spaces" . |

7. The Ramanujan Institute for Advanaced |

Study in Mathematics (University of |

Madras-June-2000), presented a paper |

entitled "On the sequence space chi". |

8. International Conference on Analysis and |

its Applications (Forum D' Analystes |

chennai-Dec-2000), presented a paper |

entitled "Space L-2(Lambda)". |

9. Indian National Science Academy visiting fellowship 2006-2007 |

10. Indian National Science Academy Visiting fellowship 2016-2017 |

##### Factor of Publications

Cumulative Impact Factor of Publications | None |

##### Ongoing Research Projects

##### Publications

ORCID URL | Click here for Publication Details |

##### International Journals

Title | Name | Date | Authors |

Sliding window rough measurable function on Riesz triple almost Lacunary sequence spaces defined by a Orlicz function | Communications in Nonlinear Analysis | 2017 | A.Esi and N.Subramanian |

Triple difference ideal of of fuzzy real numbers over fuzzy metric spaces defined by Musielak Orlicz function | Far East Journal of Mathematical Sciences | 2017 | K. Balasubramanian and N.Subramanian |

A Subset of the space of entire sequences | Communications de la Faculte des Sciences de I’ Universite d’ Ankara-Turkey series A 1 | Vol.50(No.1-2)2001; p.55-63 | K. Chandrasekhara Rao and N. Subramanian |

The Hahn sequence spaces-III | Bulletin of the Malaysian Mathematical Sciences Society , Malaysia (Second Series) | 25 (2002)163-171 | K. Chandrasekhara Rao and N. Subramanian |

Matrix Transformation of some sequence | Acta Ciencia Indica | Vol. XXV M,No.4 (1999); p.393-402 | K. Chandrasekhara Rao and N. Subramanian |

On the space of analytic sequences | Bulletin of Pure and Applied Sciences | Vol.20E (No.2)2001;p.227-235 | K. Chandrasekhara Rao and N. Subramanian |

Some difference sequence spaces | Bulletin of Pure and Applied Sciences | Vol.20E(no.1)2001; p.205-214 | K. Chandrasekhara Rao and N. Subramanian |

On distinguished subspaces | Bulletin of Pure and Applied Sciences | Vol.21E(no.1)2002;p.101-108 | K. Chandrasekhara Rao and N. Subramanian |

Determining sets and some sequence spaces | Bulletin of Pure and Applied Sciences | Vol.21 E (no.2) 2002; p.519-529 | K. Chandrasekhara Rao and N. Subramanian |

Lambda -duals of some sequence spaces | Bulletin of pure and Applied Sciences | Vol.23 E (no.1) 2004 ; p.145-153 | K. Chandrasekhara Rao and N. Subramanian |

The Semi Orlicz space of analytic sequences | Thai Journal of Mathematics Thailand | Vol.2 (No.1)2004 ; p.197-201 | K. Chandrasekhara Rao and N. Subramanian |

The Orlicz space of entire sequences | International Journal of Mathematics and Mathematical Sciences | Vol.68(2004), p.3755-3764 | K. Chandrasekhara Rao and N. Subramanian |

The Matrix transformations on Orlicz space of entire sequence | Bulletin of Pure andApplied Sciences | Vol.24E(No.2)2005:p.355-364 | K. Chandrasekhara Rao and N. Subramanian |

Matrix transformations on Orlicz spaces | Acta Ciencia Indica | Vol.XXXII M.No.4 (2006) | K. Chandrasekhara Rao, N. Subramanian and N. Gurumoorthy |

Matrix transformations of entire sequence space, | Acta Ciencia Indica | Vol.XXXII M.No.4 (2006) , 1357-1362 . | K. Chandrasekhara Rao, N. Subramanian and N. Gurumoorthy |

Double integrated rate space L-pi | Bulletin of Pure and Applied Sciences | Vol.25E(No.2)2006:P.385-399 | K. Chandrasekhara Rao, N. Subramanian and N.Gurumoorthy |

The Norlund Orlicz space of entire sequence, | Demonstratio Mathematica Journal | No.2, Vol.XL (2007). | N. Subramanian, Y. Altin and C. Bektas |

The difference Orlicz space of entire sequence over Non-Archimedian Fields and their Matrix Transformations | International Journal of Scientific Computing, | Vol.1 no:1 (2007) pp.29-38. | N. Subramanian, K. Chandrasekhara Rao , R. Nallaswamy and N. Saivaraju |

Generalized difference sequence spaces defined by Orlicz function | Tamsui Oxford Journal of Mathematical Sciences | Vol.23, no.3 (2007). | N. Subramanian, Y. Altin and C. Bektas |

The Distinguished subspaces defined by Orlicz space of entire sequence | International Journal of Computational Intelligence: Research and Applications | Vol.1 no:1 (2007), pp.29-35. | N. Subramanian, K. Chandrasekhara Rao , R. Nallaswamy |

Integarated rate space L-pi , | Communications of the Korean Mathematical Society | 22 (2007), No.4,pp.527-534 | N. Subramanian, K. Chandrasekhara Rao and N. Gurumoorthy |

Characterization of entire sequences via double orlicz space | International Journal Mathematics and Mathematical Sciences | Volume 2007 (2007), Article ID 59681,10 pages | N. Subramanian, R. Nallaswamy and N. Saivaraju |

The Orlicz space of entire sequence of fuzzy numbers | Tamsui Oxford Journal of Mathematical Sciences | 24(1) (2008) 109-122 | N.Subramanian and M.Basarir |

Difference sequence spaces of entire sequences defined by Orlicz function | Far East Journal of Mathematical Sciences | Vol.28 no.3(2008); pp.613-621 | N.Subramanian and N.Saivaraju |

The difference sequence space defined on Orlicz function | International Journal of Mathematical Analysis | Vol. 2, 2008, no. 115, 721-729 | N.Subramanian |

The Semi Normed space defined by Modulus function | Southeast Asian Bulletin of Mathematics | (2008) 32:1161-1166 | N.Subramanian |

The semi Orlicz spaces | International Journal of Contempory Mathematical Sciences | Vol. 3, 2008, no. 32, 1551-1556 | N.Subramanian, K.S.Ravichandran and R.Babu |

The Orlicz space of entire sequence infinite matrices wavelet coefficients and Frames | Internaional Journal of computations Intelligence Research and Applications | 2(2) (2008), 157-166 | N.Subramanian and C.Murugesan |

The double Orlicz sequence spaces Gamma-M-2-P and Lambda-M-2-P , | Far East Journal of Matheamtical Sciences | Vol. 29 no. 1 (2008), pp. 21-34. | N.Subramanian and C.Murugesan |

The double sequence space of Gamma-2 | Fasciculi Matematici | Nr 40, (2008),pp. 91-103 | N. Subramanian, B. C. Tripathy and C. Murugesan |

The Cesaro of double entire sequences | International Mathematical Forum | 4. 2009 no.2, 49-59 | N.Subramanian, B.C.Tripathy and C.Murugesan |

On Lacunary almost statistical convergence of generalized Difference sequence of fuzzy numbers | International Journal of Fuzzy Systems | Vol. 11, No. 1, March 2009 | N.Subramanian and Ayhan Esi |

On -Lambda summable of Orlicz space of entire Sequences of fuzzy numbers, | International Journal of Computational and Mathematical Sciences | 3:3(2009), 106-110 | N.Subramanian,U.K.Misra and M.S.Panda |

A new class Gamma-2(M,pi,delta-mu ,p) of the double difference sequences of fuzzy numbers | International Journal of Computational and Mathematical Sciences | 3:4 (2009), 170-173 | N.Subramanian and C.Murugesan |

A study on a subset of absolutely convergent sequence space, | Internaional Journal of Contemp. Math. Sciences | Vol.4, 2009, no.24, 1149-1157 | N.Subramanian, U.K.Misra,M.Misra and P.Samanta |

Tensorial transformations of double gai sequence spaces | International Journal of Computational and Mathematical Sciences | 3:4(2009), 182-184 | N.Subramanian and U.K.Misra |

A New class gai-2(M,A) of the double difference Sequences of fuzzy numbers | Internaional Journal of Computational and Mathematical Sciences | 3:8 (2009), pp. 376-380 | N. Subramanian and U.K. Misra |

The Orlicz space of the entire sequence fuzzy numbers Defined by infinite matrices | Internaional Journal of Computational and Mathematical Sciences | 3:8 (2009), pp. 381-384 | N.Subramanian and C.Murugesan |

The difference Orlicz space of entire sequence of fuzzy Numbers | Commun. Korean Math. Soc | 25 (2010), No. 2, pp. 193-206 | N.Subramanian and Ayhan Esi |

The semi normed space defined by a double gai sequence of modulus function | Fasciculi Mathematici | Nr 45, pp. 111-120, 2010 | N.Subramanian and U.K.Misra |

The Generalized Double difference of Gai Sequence Spaces | Fasciculi Matematici | Nr 43, pp. 155-164, 2010 | N. Subramanian and U.K.Misra |

The Norlund space of double entire sequences | Fasciculi Matematici | Nr 43, pp. 147-153, 2010 | N.Subramanian and Ayhan Esi |

The strongly almost double difference sequences associated with multiplier sequences | International Journal of Research and Reviews in Applied Sciences | Vol.2, No.1(2010), pp.53-59 | N.Subramanian, K.Chandrasekhara Rao and N.Gurumoorthy |

On Lambda summable of Orlicz space of gai sequences of fuzzy numbers | International Journal of Computational and Mathematical Sciences | 4:6(2010), pp.276-280 | N.Subramanian, S.Krishnamoorthy and S.Balasubramanian |

The Orlicz space of Gai | International Journal of Research and Reviews in Applied Sciences | Vol.3, No.1(2010) pp.55-71 | N.Subramanian, S. Krishnamoorthy and S. Balasubramanian |

The Double -Gai sequences | Selcuk J. Appl. Math. | Vol. 11. NO.1. pp. 27-41, 2010 | N.Subramanian |

Semi Integarated Orlicz of conservative spaces | International Journal of Mathematical Sciences and Engineering Applications | Vol. 4, No. II (2010) | N. Subramanian, S. Krishnamoorthy and S. Balasubramanian |

On double gai difference sequence space defined by a sequence of the Orlicz functions | General Mathematics | Vol. 18, No. 4 (2010), pp.1-13 | N.Subramanian and U.K.Misra |

The matrix transformations on double sequence space of gai-2 | Acta Universitatis Apulensis | No.24/2010, pp.173-180 | N.Subramanian and U.K.Misra |

The difference Orlicz space of gai | Bol. Soc. Paran. Mat. | Vol. 28 1(2010)41-49 | N.Subramanian, S.Krishnamoorthy and S.Balasubramanian |

A Subset of the space of the Orlicz space of gai sequences | Global Journal of Science Frontier Research | Vol. 10 Issue 6 (Ver 1.0)(2010), pp.48-55 | N.Subramanian, S.Krishnamoorthy and S.Balasubramanian |

The matrix transformations On double sequence space of gai-2-pi | Mathematica Moravica | Vol. 14-1 (2010), pp.121-127 | N.Subramanian and U.K.Misra |

Characterization of gai sequences via double Orlicz space | Southeast Asian Bulletin of Mathematics | (2011) 35: pp. 687-697 | N.Subramanian, U.K.Misra |

The generalized semi normed difference of double gai Sequence spaces defined by a modulus function | Stud. Univ. Babes, Bolyai Math | Vol. LVI, No. 1 (2011), pp. 63-73 | N.Subramanian and U.K.Misra |

The Double Orlicz sequence spaces Gamma-2M(P) and Lambda-2M(P) , | Stud. Univ. Babes, Bolyai Math. | Vol. 56, No. 2 (2011), pp. 1-11 | N.Subramanian and U.K.Misra |

The Cesaro space of double gai sequences | General Mathematics | Press | N.Subramanian and U.K.Misra |

The Norlund Orlicz space of double gai sequences | Fasciculi Matematici | Nr 46, pp. 131-139 (2011) | N.Subramanian and U.K.Misra |

The semi Orlicz space of Lambda-2 | Acta Universitatis Apulensis | No. 25/2011, pp.249-261 | N.Subramanian and U.K.Misra |

The gai-2 sequence spaces defined by a modulus | Kragujevac Journal of Mathematics | Vol.5, No.1 (2011), pp. 39-57 | N.Subramanian,U.K.Misra and V.Rakocevic |

A New double gai sequence space defined by a modulus function | Selcuk J. Appl. Math | Vol. 12 No. 1. pp. 109-121, 2011 | N.Subramanian,S.Krishnamoorthy and S.Balasubramanian |

A subset of the space of the gai-2 sequences | Selcuk Journal of Applied Mathematics | in press | N.Subramanian |

The semi normed space defined by entire sequences | Bol. Soc. Paran. Mat. | Vol. 29 2(2011), pp. 37-41 | N.Subramanian, K.ChandrasekharaRao and K.Balasubramanian |

On Lambda -summable entire sequences of fuzzy numbers | Bol. Soc. Paran. Mat. | (3s.) V. 29 2(2011):51-60 | N.Subramanian, K.ChandrasekharaRao and K.Balasubramanian, |

The space of entire sequences of fuzzy numbers defined by Infinite matrices | Acta Universitatis Apulensis | No. 27/2011, pp.61-68. | N.Subramanian, K.ChandrasekharaRao and K.Balasubramanian |

The semi difference entire sequence space cs intersection d-1 | International Journal of Mathematics and Mathematical Sciences | Article ID 143974, pp. 1-6, doi: 10.1155/2011/143974 | N.Subramanian, K.ChandrasekharaRao and K.Balasubramanian |

The chi-Lambda(2F) summable sequences of Strongly fuzzy numbers | TWMS J. App. Engg. Math. | V.1, N.1, 2011, pp. 98-108. | N.Subramanian and U.K.Misra |

The Orlicz space of gai-pi, | Acta Universitatis Apulensis | No. 26/2011, pp. 9-20 | N. Subramanian, S.Krishnamoorthy and S.Balasubramanian |

The generalized B-r -difference Riesz gai-2 sequence spaces and uniform opial property | Journal of Non Linear Analysis and Optimization | vol. 2. No.2 (2011), pp. 1-11 | N.Subramanian and U.K.Misra |

The Orlicz space of entire sequences associated with multiplier sequences | International Journal of Natural and Engineering Sciences | 5(2): 61-64,2011 | N.Subramanian and C.Murugesan |

On a Generalized Double difference sequence spaces defined by a -gai Sequence of modulus functions | Acta Universitatis Apulensis | No. 28 (2011): pp. 1-14. | N.Subramanian |

Solidity and some double sequence spaces | Bol. Soc.Paran. Mat. | V. 30 1(2012):35-43. | N.Subramanian and P.Thirunavakarasu |

The generalized difference gai Sequences of fuzzy numbers defined by Orlicz functions | Bol. Soc.Paran. Mat. | (3s.) V. 30 1(2012):1-10. | N. Subramanian,Ayhan Esi, U.K.Misra and M.S.Panda |

On Triple Sequence Spaces of Random Variable in Probability of Rough Statistical Convergence of Metric Defined By Musielak-Orlicz Function | Journal of statistics and Mathematical Engineering | 2017 | N.Subramanian and A. Esi |

Riesz Triple Probabilisitic of Almost Lacunary Cesaro statistical convergence of defined by a Musielak Orlicz function | Boletim da Sociedade Paranaense de Matemática | 2016 | Deepmala, N. Subramanian and Vishnu Narayan Mishra |

The triple approximation of metric space of defined by Musielak Orlicz function | Nonlinear Science letters | 2017 | Vandana, Deepmala, N. Subramanian and L.N.Mishra |

Rough statistical convergence on triple sequences | Proyecciones Journal of Mathematics | 2017 | Shyamal debnath and N.Subramanian |

The generalized difference of of fuzzy real Numbers over metric spaces defined by Musielak Orlicz function | Malaya Journal of Matematik | 2017 | Vandana, Deepmala and N. Subramanian |

Bernstein operator of rough - statistically and Cauchy sequences convergence on triple sequence spaces | Journal of Indian Mathematical Society | 2017 | S. Velmurugan and N.Subramanian |

Lacunary convergence of order with metric defined by sequence of moduli Musielak Orlicz function | Cogent Mathematics (ESCI J. Taylor & Francis | 2017 | N.Subramanian et al. |

Riesz Almost Lacunary triple sequence spaces of defined by a Musielak-Orlicz function | Boletim da Sociedade Paranaense de Matemática | 2017 | N.Subramanian, N.Rajagopal and P.Thirunavukkarasu |

A New sequence space defined by spectrum operator and Musielak-Orlicz function | Journal of Mathematics and Statistics | 2017 | A. Esi and N. Subramanian |

On Triple sequence space of Bernstein operator of rough convergence pre-Cauchy sequences | Proyecciones Jour.Math. | 2017 | A.Esi, N.Subramanian and, Ayten Esi |

The Backward Operator of Double Almost convergence in - Riesz space defined by a Musielak-Orlicz function | Boletim da Sociedade Paranaense de Matemática | 2017 | N.Subramanian and A.Esi |

The triple entire difference Ideal of fuzzy real numbers over fuzzy metric spaces defined by Musielak Orlicz function | Journal of Intelligent and Fuzzy Systems | 2017 | M.Aiyub, A.Esi and N.Subramanian |

Wijsman rough ?-statistical convergence of order ? of triple sequence of functions | Oriental Journal of Physical Sciences | 2017 | A. Esi. N. Subramanian and M. Aiyub |

Wijsman rough statistical convergence on triple sequence | International Journal of Sciences: Basic and Applied Research | 2017 | N.Subramanian and A.Esi |

The multi Rough Ideal Convergence of Difference Strongly of in p- Metric spaces Defined by Orlicz Functions | Turkish Journal of Analysis and Number Theory | 2017 | A.Esi, N.Subramanian and, Ayten Esi |

The Cesaro convergence of triple chi sequence spaces of Fuzzy real numbers defined by a sequence of Musielak-Orlicz function | Boletim Sociedade Paranaense de Matemática | 2017 | N.Subramanian |

The Intuitionistic Triple of Ideal fuzzy real numbers over metric spaces defined by Musielak Orlicz Function | Asia Pacific Journal of Mathematics | 2016 | Deepmala, N. Subramanian and Vishnu Narayan Mishra |

he statistical convergence of pre-Cauchy over the metric space Defined by Musielak Orlicz function | Engineering Journals | in press 2016 | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

On triple sequence space of Bernstein operator of of rough statistical convergence in probability definited by Musielak-Orlicz function p- metric | Electronic Journal of Mathematical Analysis and Applications | 2018 | N.Subramanian and A.Esi |

The double vector sequence S^2_2 ,gai^2_2 | International J ournal of Non-linear analysis and its applications, | Vol.2 No.2 (2012), pp. 7-18 | N.Subramanian |

The semi Orlicz space of cs intersection d-1 | Kragujevac Journal of Mathematics | Vol.36, No. 2(2012) | N.Subramanian, B.C.Tripathy and C.Murugesan |

The generalized difference entire sequences of fuzzy numbers Defined by Orlicz functions | International Journal of Applied and Computational Mathematics | Vol.11, No.1(2012), pp.102-109 | N.Subramanian, K. ChandrasekharaRao and K. Balasubramanian |

The Norlund Orlicz space of double entire sequences | European Journal of Scientific Research | Vol. 69, No.3, (2012), pp. 319-325 | N.Subramanian, K. ChandrasekharaRao and K. Balasubramanian |

The cesaro sequence spaces defined by a modulus | Acta Math. Univ. Comenianae | Vol. LXXXI, 1 (2012), pp. 89-103 | N.Subramanian |

Properties of gamma-2 defined by a modulus function | Bol. Soc.Paran. Mat., (3s.) | V. 30 1(2012),pp.1-10 | C.Murugesan and N.Subramanian |

Generalized Difference semi normed double entire sequence spaces defined by a modulus function | Far East Journal of Mathematical Sciences | Vol. 66, No.1, (2012), pp. 127-143 | Far East Journal of Mathematical Sciences |

Norlund space of double entire sequences | Bulletin of Mathematical Analysis and applications | Vol. 4 (1) (2012), pp. 1-7 | N.Subramanian, K.Chandrasekhara Rao and N.Gurumorthy |

Review article on $\chi^{2}$ sequence spaces gai-2 defined by modulus and fuzzy numbers | Bol. Soc.Paran. Mat.,(3s.) | V. 31 2(2013), pp.1-17 | N. Subramanian and K. Balasubramanian |

point specturm for gai-2 Housdorff matrices | International Journal of Science, Environment of Technology, | Vol. 1, No. 1, 7-18, 2012. | N.Subramanian |

The strongly generalized double di?erence gai sequence spaces de?ned by a modulus | Acta Scientiarum Technology | V. 35, n. 4, pp. 1-7. | N. Subramanian and U.K. Misra |

The gai^2delta_fA defined by modulus, | Acta Scientiarum Technology | vol.3 No.3 (2012) | N.Subramanian |

The gai-2 fuzzy numbers defined by a modulus | Matematicki Vesnik | vol.10. no.5 (2012) | N. Subramanian |

The vector valued sequence space on gai-2 spectrum operator defined by a modulus | Acta Scientiarum Technology | in press | N. Subramanian and U.K. Misra |

The double growth rate of Orlicz sequence spaces | Scientia Magna | Vol. 8 (2012),No. 2, pp.19-28 | N.Subramanian and C.Murugesan |

Some generalized spaces of vector valued double sequences defined by a Modulus | Fasciculi Mathematici | No.51 (2013) | N.Subramanian |

, A New Class gamma-2(M,A) of the double difference sequences of fuzzy numbers | Acta Universitatis Apulensis | Vol. 31(2012), pp. 1-10 | N.Subramanian and C.Murugesan |

The Norlund Orlicz space of Double Entire rate sequences | International Journal of Pure and Applied Mathematics | Vol. 81 No.1 (2012), pp. 401-410. | N.Subramanian, P. Thirunavukarasu, P. Anbalagan |

The Riesz aspects of gai-2 sequence spaces | Kragujevac Journal of Mathematics | Vol. 36, No. 2 (2012), pp. 277-286 | N.Subramanian and U.K.Misra |

The matrix transformation on Orlicz space of gai | Acta Universitatis Apulensis | Vol. 32 (2012), pp. 1-10 | N.Subramanian, S. Krishnamoorthy and S. Balasubramanian |

The semi normed space defined by entire rate sequences, | Scientia Magna | Vol. 9 (2013) No. 1, pp. 92-96. | N.Subramanian, P.Thirunavukarasu |

Generalization of gai-2 spaces by cesaro method of order one and modulus function | International Journal of Pure and Applied Mathematics | Vol. 83, No.2 (2013), pp. 307-329. | N.Subramanian, R. Babu,P. Thirunavukarasu |

The fuzzy I-convergent of gamma^{2I(F)}_{delta p} space defined by modulus | Applied Mathematical Sciences | Vol. 7, No. 17 (2013), pp. 829-836. | N.Subramanian, P. Anbalagan, P. Thirunavukarasu |

The modular sequence of gai-2 | Bol. Soc.Paran. Mat., ( 3s.) | V. 31 2(2014), pp.1-17 | N.Subramanian, R. Babu,P. Thirunavukarasu |

The modular sequence space of integral gai-2_{f lambda} | Far East Journal of Mathematical Sciences | Vol. 75, No.2 (2013), pp. 201-223 | N.Subramanian, R. Babu,P. Thirunavukarasu |

The matrix transforamtion on Orlicz space of gai | Acta Universitatis Apulensis | No. 32 (2012), pp. 7-15 | N.Subramanian,S.Krishnamoorthy and S. Balasubramanian |

The modular of gamma-2 by asymptotically mu-invariant modulus of fuzzy numbers | Applied Mathematical Sciences | Vol.7 No. 27, (2013), pp. 1319-1333. | N.Subramanian, P. Anbalagan, P. Thirunavukarasu |

The Generalized Modular sequence space of gamma-2 defined by modulus of fuzzy numbers, | Far East Journal of Mathematical Sciences | Vol. 75, No. 1 (2013), pp. 173-191. | N.Subramanian, P. Anbalagan, P. Thirunavukarasu |

The generalized difference gai sequences of fuzzy numbers defined by Orlicz functions, | Scientia Magna | Vol. 8 (2013), No. 4, pp. 1-9 | N.Subramanian, S. Krishnamoorthy and S.Balasubramanian |

The analytic fuzzy I convergent of gai-2^{2I(F)}_{delta,p} space defined by modulus, | Annals of Fuzzy Mathematics and Informatics | in press | N.Subramanian, R. babu and P. Thirunavukkarasu |

The gai^{2I} convergent sequence spaces defined by a moduli, | Kragujevac Journal of Mathematics | in press | N.Subramanian, P. Thirunavukkarasu and R. babu |

The Fuzzy Lacunary I- convergent of gamma-2 space defined by modulus | Bulletin of Mathematical Analysis and applications | in press | N.Subramanian, P. Anbalagan, P. Thirunavukarasu |

The semi Orlicz space of cs intersection d_{1} , | Kragujevac Journal of Mathematics | Vol. 36, No.2 (2012), pp. 269-276 | N.Subramanian, B.C.Tripathy and C. Murugesan |

The Generalized gai-2 sequence spaces over p-metric spaces defined by Musielak | Mathematical Sciences | (2013) , DOI: 10.1186/10.1186/2251-7456-7-39, pp. 7:39 | N.Subramanian, N. Saivaraju and S. Velmurugan |

On a study of double gai sequence space | Journal of Mathematics and applications | in press | N.Subramanian and U.K.Misra |

The p- metric space of -gai-2 strongly summable defined by Musielak | Far East Journal of Mathematical Sciences | in press | N.Subramanian, N. Saivaraju and S. Velmurugan |

The p- metric space of gai-2 defined by Musielak | Life Science Journal | vol. 72.pp-172-182 | N. Subramanian, N. Saivaraju and S. Velmurugan |

The generalized double difference gai sequence spaces defined by a Orlicz function | Southeast Asian Bulletin of Mathematics | in press | N.Subramanian and U.K.Misra, |

The ideal convergence of strongly of gamma-2 in p- metric spaces defined by modulus | Southeast Asian Bulletin of Mathematics | in press | N.Subramanian, P. Anbalagan, P. Thirunavukarasu |

The Dual space gai-2 of double sequences | International Journal of Modern Mathematical Sciences | 2013, 7(3): 262-275 | N.Subramanian and U.K.Misra |

The Ideal Convergence of Strongly of gai-2 in p- metric spaces Defined by modulus | Applied Mathematical Sciences | Vol. 7 (2013) , No. 82,pp. 4097-4105 | N.Kavitha, N.Saivaraju and N.Subramanian |

The difference of gai-2 over p- metric spaces defined by Musielak | Applied Mathematical Sciences | Vol. 7 (2013), No. 82, pp. 4081-4095 | N.Kavitha, N.Saivaraju and N.Subramanian |

The Fuzzy Lacunary I-convergent of gai-2 space defined by modulus | International Journal of Mathematical Analysis | Vo. 7 (2013), No. 42, pp. 2077-2089 | N.Kavitha, N.Saivaraju and N.Subramanian |

The delta Dual space gai-2 of double sequences | International Journal of Modern Mathematical Sciences | 8(1) (2013), pp. 9-21 | N.Subramanian and U.K.Misra |

The Lambda^{2}_{f} space defined by modular sequence of modulus | International Journal of Modern Mathematical Sciences | 7(3)(2013), pp. 248-261 | N.Subramanian and U.K.Misra |

The gai-2 of vector sequence spaces | Southeast Asian Bulletin of Mathematics | in press | N. Subramanian and U.K.Misra |

The semi normed space defined by gai-- sequences | J. Ana. Num. Theor | 1, No. 2, 33-35 | N. Subramanian, P. Thirunavukkarasu and R. babu |

Lacunary gai-2 sequence spaces defined by modulus | Bol. Soc.Paran. Mat.,(3s.) | V. 31 (2014), pp. 1-10 | N. Subramanian |

Ideal convergent sequence spaces over metric spaces defined by Musielak –modulus functions | Journal of the Egyptian Mathematical Society | in press | N. Subramanian, N. Saivaraju and S. Velmurugan |

The lambda(gai_{f delta )^{2F} - statistical convergence of fuzzy numbers defined by a modulus, | Southeast Asian Bulletin of Mathematics | in press | N. Subramanian |

Triple almost Lacunary sequence spaces defined by a Orlicz function | Boletim Sociedade Paranaense de Matemática | 2017 | N.Subramanian and A. Esi |

The Generalized Semi Normed Difference of ?3 Sequence Spaces Defined by Orlicz Function | J Appl Computat Math | 2016 | V.N.Mishra, Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The generalized difference of of fuzzy real numbers over metric spaces defined by Musielak | Journal of Mathematical Analysis | in press | N. Subramanian, K. Balasubramanian and K. Chandrasekhara Rao |

generalized difference of over p-metric spaces defined by Musielk | Bol. Soc.Paran. Mat.,(3s.) | in press | N.Subramanian |

of - summable sequences of Fuzzy numbers defined by a Modulus | Bol. Soc.Paran. Mat.,(3s.) | in press | N.Subramanian |

The statistical convergence of pre-Cauchy over the metric space Defined by Musielak Orlicz function | Engineering Journals | in press 2016 | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The statistical convergence of pre-Cauchy over the metric space Defined by Musielak Orlicz function | Engineering Journals | in press 2016 | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

Triple Ideal convergent of $\chi$ over $np-$ metric spaces defined by Musielak-Orlicz functions | Mathematical Sciences letters | 2016 | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

he statistical convergence of pre-Cauchy over the metric space Defined by Musielak Orlicz function | Advances in Robotics & Automation | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The Intuitionistic Triple of Ideal fuzzy real numbers over metric spaces defined by Musielak Orlicz Function | Asia Pacific Journal of Mathematics | 2016 | Deepmala, N. Subramanian and Vishnu Narayan Mishra |

The triple sequence spaces of on rough statistical convergence defined by Musielak-Orlicz function of metric | Asian Journal of Mathematical Sciences | 2017 | A.Esi and N.Subramanian |

Wijsman rough ?-weak statistical convergence of order ? of triple sequence of functions | Pacific Journal of Mathematics | 2017 | N.Subramanian and A. Esi |

The Triple sequence spaces | International Journal of Mathematics and its applications | 2017 | A.Esi and N.Subramanian |

The statistical convergence of pre-Cauchy over the metric space Defined by Musielak Orlicz function | Engineering Journals | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The Intuitionistic Triple of Ideal fuzzy real numbers over metric spaces defined by Musielak Orlicz Function | Asia Pacific Journal of Mathematics | in press | Deepmala, N. Subramanian and Vishnu Narayan Mishra |

Triple sets of -summable sequences of fuzzy numbers defined by Orlicz function | Cogent Mathematics | 2016 | Vandana, Deepmala and N.Subramanian |

Wijsman rough lacunary statistical convergence on I Cesaro triple sequences | International Journal of Analysis and Applications | 2018 | N.Subramanian and A. Esi |

On rough convergence of triple sequences | Thai Journal of Mathematics | 2017 | K.Balasubramanian, Vandana and N.Subramanian |

Rough I- convergence on triple Bernstein operator sequences | Southest Asian Math | 2017 | N.Subramanian and A. Esi |

Randomness of Lacunary statistical acceleration convergence of over metric spaces defined by Orlicz functions | International Journal of Computing Science and Mathematics | 2017 | N.Subramanian, Ayten Esi |

Generalized triple difference of rough intuitionistic statistical convergence in probability of fractional order defined by Musielak-Orlicz function | International Journal of Computing Science and Mathematics | 2017 | N.Subramanian |

The triple lacunary statistical convergence on over metric spaces defined by Orlicz function | Proceedings of IAM | 2016 | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

Riesz Triple fuzzy ideal of Almost Lacunary Cesaro statistical convergence of defined by a Musielak Orlicz function | Journal of Progressive in research in Mathematics | 2016 | Vandana, N. Subramanian and Lakshmi Narayan Mishra |

The statistical convergence of real numbers over Musielak $p-$ metric space | Journal of Advanced and Applied Sciences | 2017 | K.Ozdemir,N.Subramanian and A.Esi |

Generalized rough lacunary statistical triple difference sequence spaces in probability of fractional order defined by Musielak-Orlicz function | Boletim Sociedade Paranaense de Matemática | 2017 | S.Debnath and N.Subramanian |

Triple Rough Statistical Convergence of Sequence of Bernstein Operators | International Journal of Advanced and Applied Sciences, | 2017 | Ayten Esi, N.Subramanian, Ayhan Esi |

The ideal convergence of strongly of in metric spaces defined by modulus | Abstrct and Analysis | Volume 2014, Article ID 790950, 8 pages | N.Subramanian, K.Balasubramanian and K. Chandrasekhara Rao |

The sequence space over metric spaces defined by Musielak modulus functions | Songklanakarin Journal of Science and Technology | in press | N.Subramanian,C.Priya and N.Saivaraju |

The ideal convergent sequence spaces over metric spaces defined by sequence of modulus | Far East Journal of Mathematical Sciences | vol. 92 , No.2, (2014), pp. 173-203 | N.Subramanian, N. Saivaraju and C. Priya |

Fibonocci numbers of over metric spaces defined by sequence of modulus | Far East Journal of Mathematical Sciences | Vol. 93, No. 1, (2014) pp. 1-21 | N.Subramanian N. Saivaraju and C. Priya |

The of real numbers over Musielak metric space | Southeast Asian Bulletin of Mathematics | in press | N.Subramanian, C.Priya and N.Saivaraju |

The Entire Sequence Over Musielak p-metric Space | Journal of Egyptian Mathematical Society | in press | C.Murugesan and N.Subramanian |

The rate of -space defined by Modulus | New Trends In Mathematical Sciences | Vol. 2, No. 2 (2014), pp. 78-86. | N.Subramanian, P. Thirunavukkarasu, R. Babu |

The metric space of - paranormed defined by sequence of Musielak functions | Pure and Applied Mathematics Letters Journal | Volume 2015, pp. 13-22 | N.Subramanian,M.Bivin and N.Saivaraju |

The class of sequences of interval numbers over metric space associated with sequence of multipliers defined by a sequence of modulus | Far East journal of Mathematical Sciences | in press | M.Bivin, N.Saivaraju and N.Subramanian |

The ces ro - sequence spaces defined by a Musielak | Far East Journal of Mathematical sciences | in press | M.Bivin, N.Saivaraju and N.Subramanian |

The Fibonacci numbers of asymptotically Lacunary of - over metric spaces defined by Musielak | Applied Mathematical Sciences | in press | C.Murugesan and N.Subramanian |

On defined by modulus, | American Univ. of Sharjah, Sharjah, UAE | in press | N.Subramanian |

Lacunary - convergence of -metric defined by sequence of moduli Musielak | Math. Sci. Lett. | 3, No. 3, 165-171 (2014). | N.Subramanian |

The vector valued sequence space on spectrum operator defined by a modulus | Acta Scientiarum Technology | in press | N.Subramanian and U.K.Misra |

The of fuzzy numbers over metric spaces defined by Musielak modulus function | Annals of fuzzy mathematics and informatics | in press | N.Subramanian |

The best approximation of -metric space of defined by Musielak | New Trends in Mathematical Sciences | in press | N.Subramanian, N. Saivaraju and S. Velmurugan |

Randomness of Lacunary statistical convergence of over metric spaces defined by sequence of modulus | Far East Journal of Mathematical Sciences | Vol. 94, No.1 (2014) pp.89- 111 | N.Subramanian, C. Priya and N. Saivaraju |

The ideal of of fuzzy real numbers over fuzzy metric spaces defined by Musielak | Journal of Mathematical analysis | in press | N.Subramanian, N.Saivaraju and C. Priya |

\mu-$ Lacunary $\chi^{2}_{A_{uv}}-$ convergence of order $\alpha$ with $p-$ metric defined by $mn$ sequence of moduli Musielak | Journal of Egyptian Mathematical Society | in press | M.Bivin, N.Saivaraju and N.Subramanian |

The Random of Lacunary statistical on over metric spaces defined by Musielak over metric spaces defined by Musielak | Journal of Mathematical Analysis | in press | N.Subramanian, R.Babu and P. Thirunavukkarasu |

The generalized triple difference of sequence spaces | Global Journal of Mathematical Analysis | in press | N.Subramanian and A.Esi |

The Generalized Non-absolute type of Sequence spaces | Bol. Soc.Paran. Mat. | (3s.) V. 34(2) (2016), pp.263-274 | N.Subramanian, M.R.Bivin, N.Saivaraju |

The growth rate of defined by modulus function | Palestine Journal of Mathematics | Vol. (1)(2015), pp. 11-23 | N.Subramanian and A.Esi |

Some New Semi-Normed Triple Sequence Spaces Defined By A Sequence Of Moduli | Journal of Analysis & Number Theory | in press | N.Subramanian, A.Esi |

The triple entire sequence defined by Musielak Orlicz functions over metric space | Asian Journal of Mathematics and Computer Research | in press | N.Subramanian et al. |

The Triple Almost Lacunary sequence spaces defined by a modulus Function | International Journal of Applied Science Engineering | Vol. 10, No.80 (2015), pp. 1-6 | N.Subramanian et al. |

The study on sequence spaces | Songklanakarin Journal of Science and Technology | in press | N.Subramanian and A.Esi |

The ideal convergence of difference strongly of in metric spaces defined by modulus | International Journal of Mathematical Analysis | in press | C.Murugesan and N. Subramanian |

The Random of Lacunary statistical on over metric spaces defined by Musielak | Mathematical Sciences And Applications E-Notes | in press | R. Babu,N.Subramanian and P. Thirunavukkarasu |

The Random of Lacunary statistical on over metric spaces defined by Musielak Orlicz functions | Modern Applied Science | Vol. 10, No. (1) (2016), pp.171-183 | N.Subramanian et al. |

The multi Ideal Convergence of Difference Strongly of in metric spaces defined by modulus | Modern Applied Science | in press | C.Murugesan and N.Subramanian |

The triple of tensor products in Orlicz sequence spaces | Mathematical Sciences International Research Journal | Vol. 4 , No. 2 (2015), pp. 162-166 | N.Subramanian et al. |

The Cesaro Lacunary Ideal double sequence of statistical defined by a Musielak-Orlicz function | Applied Mathematics and information sciences | in press | C. Priya, N. Saivaraju and N.Subramanian |

The strongly generalized triple difference sequence spaces defined by a modulus | Mathematica Moravica | in press | N. Subramanian et al. |

Characterization of Triple sequence spaces | Mathematica Moravica | in press | N.Subramanian and Ayhan Esi |

The some Double Almost convergence in Riesz spaces defined by Musielak-Orlicz functions | Journal of Numerical analysis and approximation theory | in press | N. Subramanian and A. Esi |

The interval vectors of sequence space defined by Musielak Orlicz function | Applied Mathematics and information sciences | in press | M.R.Bivin, N. Saivaraju and N. Subramanian |

Double Almost in -Riesz Space | Southeast Asian Bulletin of Mathematics | in press 2016 | N. Subramanian, Deepmala and Vishnu Narayan Mishra |

Generalized of strongly Lacunary of over metric spaces defined by Musielak Orlicz function | Applications and Applied Mathematics | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

Characterization of some Lacunary - convergence of order with metric defined by sequence of moduli Musielak | Applied Mathematics & Information Sciences Letters | , Vol. 4, No. 3, (2016), pp. 1-7. | Deepmala, N.Subramanian and Lakshmi Narayan Mishra |

Lacunary Triple Sequence of Fibonacci Numbers over Probabilisitic p-Metric Spaces | International Organization of Scientific Research Journal of Mathematics | Volume 12, Issue 1 Ver. IV (Jan. - Feb. 2016), PP 10-16 | N.Subramanian et al. |

Randomness of Lacunary statistical acceleration convergence of -over metric space defined by Orlicz function | Journal of Mathematical Sciences | Vol.3 (2016), pp. 57-72 | Deepmala, N.Subramanian and Lakshmi Narayan Mishra |

The Ces ro - of Tensor products in Orlicz sequence spaces | Afrika Matematika | 2016 | N.Subramanian |

The Topological groups of Triple Almost Lacunary sequence spaces defined by a Orlicz function | Electronic Journal of Mathematical Analysis and Applications | Vol. 4(2) ( 2016), pp. 272-280 | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The double with two inner product defined by Musielak-Orlicz functions | Electronic Journal of Mathematical Analysis and Applications | Vol. 4(2) ( 2016), pp. 1-7 | Deepmala, Vishnu Narayan Mishra and N. Subramanian |

The Generalized Triple Difference of Sequence Spaces | Global Journal of Pure and Applied Mathematics | in press | N. Rajagopal, N.Subramanian and P. Thirunavukkarasu |

Riesz almost Lacunary sequence spaces defined by a Orlicz function | Global Journal of Pure and Applied Mathematics | in press | Thirunavukkarasu, N. Subramanian and N. Rajagopal |

The Double Almost convergence in - Riesz space defined by a Musielak-Orlicz function | Asia Pacific Journal of Mathematics | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The Generalized difference of of fuzzy real numbers over metric spaces defined by Musielak-Orlicz function, | New Trends in Mathematical Sciences | in press | Deepmala, N. Subramanian and Vishnu Narayan Mishra |

The Zweier Ideal convergent sequence spaces over metric spaces and de la Vallee-poussin mean of order defined by Musielak-Orlicz functions | Applied Mathematics and Information Sciences | in press | N. Kavitha and N. Subramanian |

The Ideal of in a vector lattice of metric spaces defined by Musielak-Orlicz functions | Applied Mathematics and Information Sciences | in press | N. Kavitha and N. Subramanian |

The Spectrum operator of $\chi^{2}$ sequence space defined by Musielak Orlicz function | Tbilisi Mathematical Journal | in press | N. Subramanian and A. Esi |

Riesz triple almost Lacunary sequence spaces defined by a Orlicz function-III | International Journal of Mathematics and Mathematical Sciences (Hindawai) | in press | Vishnu Narayan Mishra, N. Subramanian and Idrees A. Khan |

The statistical convergence of fuzzy numbers over metric space-II | Asia Pacific Journal of Mathematics | Vol. 3, No. 1 (2016), pp. 86-98 | N. Subramanian and A.Esi |

Riesz Triple Almost Lacunary sequence spaces defined by a Orlicz function, | General Mathematics | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The Generalized Triple difference Lacunary statistical on over metric spaces defined by Musielak Orlicz function | Journal of Physical Mathematics | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The Cesaro Lacunary Ideal of - statistical vector valued defined by a bounded linear operator of interval numbers | Songklanakarin Journal of Science and Technology | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The New Generalized Difference of over metric spaces defined by Musielak Orlicz function | Journal of Progressive Research in Mathematics | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The growth rate of defined by Orlicz function | Journal of Approximation Theory and Applied Mathematics | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

Riesz Triple Almost Lacunary Cesaro statistical convergence of defined by a Orlicz function | Bangmod International Journal of Mathematical and Computational Science | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The Triple of Ideal fuzzy real numbers over $p-$ metric spaces defined by Musielak-Orlicz function | Southeast Asian Bulletin of Mathematics | in press 2016 | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

The New Generalized Difference sequence space over metric spaces defined by Musielak Orlicz function Associated with a sequence of multipliers | Journal of Applied & Computational Mathematics ( | in press | Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

Rough statistical convergence on triple sequence of random variables in probability | Transactions of A. Razmadze Mathematical Institute | 2018 | N. Subramanian, A. Esi |

Vector Valued multiple of over metric sequence spaces defined by Musielak | Caspian Journal of Mathematical Sciences | 2016 | Vandana, Deepmala, N. Subramanian and Lakshmi Narayan Mishra |

On generalized difference sequence space of integrated sequence of fuzzy real numbers over p-metric spaces defined by Musielak-modulus function | Far East Journal of Mathematical Sciences | 2016 | K.Balasubramanian and N.Subramanian |

Riesz Almost Lacunary multiple triple sequence spaces of defined by a Orlicz Function | Far East Journal of Mathematical Sciences | 2016 | K.Balasubramanian and N.Subramanian |

The of Ideal fuzzy real numbers over metric spaces defined by Musielak Orlicz function | Far East Journal of Mathematical Sciences | 2016 | C.Murugesan and N.Subramanian |

The Generalized Non-Absolute Type of Triple sequence spaces | Romai Journal | 2016 | N.Subramanian and A.Esi, |

On rough convergence of triple sequences | Journal of Tripura Mathematical Society | 2016 | Shyamal debnath and N.Subramanian |

On Triple sequence spaces of sliding window rough ??statistical convergence for measurable function of probability defined by Musielak-Orlicz function | Journal of Mathematics and Statistics | 2017 | N.Subramanian and A.Esi |

On rough I-core of triple sequence spaces by metric | Modelling and Application and theory | 2017 | Vandana, N. Subramanian and Lakshmi Narayan Mishra |

Rough Lambda Statistical convergence of rho-Cauchy sequence of Bernestein Polynomial on Triple sequence space | Far East Journal of Mathematical Sciences | 2017 | M. Jeyaram Bharathi, S. Velmurugan and N.Subramanian |

Generalized rough Ces$\grave{A}$ro and Lacunary statistical triple difference sequence spaces in probability of fractional order defined by Musielak-Orlicz function | International Journal of Analysis and Applications | 2017 | A. Esi and N.Subramanian |

Wijsman rough I-convergence limit point of Triple sequences defined by a metric function | Annals of Fuzzy Mathematics and Informatics | 2018 | Ayhan Esi, Nagarajan Subramanian, Ayten Esi, |

Generalized rough Cesaro and lacunary statistical Triple difference sequence spaces inprobability of fractional order defined by Musielak Orlicz function | International Journal of Analysis and Applications | 2018 | A.Esi and N.Subramanian |

Rough Statistical Convergence on Triple Sequence of Bernstein Operator of Random Variables in Probability | Songklanakarin Journal of Science and Technology | 2018 | N. Subramanian, A.Esi and M. Kemal Ozdemir |

Rough convergence of Bernstein fuzzy convergent of space defined by Orlicz function | International Journal of Pure and Applied Mathematics | 2018 | C. Murugesan and N. Subramanian |

The Generalized difference of of fuzzy real numbers over metric spaces defined by Musielak Orlicz function | Caspian Journal of Mathematical Sciences | 2018 | N. Rajagopal,P. Thirunavukkarasu and N.Subramanian |

Randomness of Lacunary statistical acceleration convergence over metric spaces defined by Orlicz functions, | Communications in Non-linear analysis | 2017 | N. Rajagopal,P. Thirunavukkarasu and N.Subramanian |

On rough weighted ideal convergence of triple sequence of Bernstein polynomials | Proceedings of the Jangjeon Mathematical Society | 2018 | N. Subramanian and B. Hazarika |

The Triple Lacunary statistical convergence on over p- metric spaces defined by Orlicz function | Romai Journal | 2018 | A. Esi, M. Aiyub, N. Subramanian and M. Kemal Ozdemir |

, The Fibonacci numbers of asymptotically Lacunary of over probabilistic metric spaces | TWMS. J. Pure Appl. Math. | 2018 | Deepmala,Vandana, N.Subramanian and Lakshmi Narayan Mishra |

On triple sequence spaces of Bernstein operator of of rough -statistical convergence in probability of random variables defined by Musielak-Orlicz functio | Int. J. open problems Compt. Math. | 2018 | A.Esi and N.Subramanian |

On some triple sequence spaces of gai-3 | World Scientific News (International Scientific Journal | 2018 | A.Esi and N.Subramanian |

The Cesaro gai-3 of Tensor products in Orlicz sequence spaces, | International Journal of Pure and Applied Mathematics, | 2018 | N. Rajagopal,P. Thirunavukkarasu and N.Subramanian |

The Intuitionistic gai-3 of Ideal fuzzy real numbers over $p-$ metric spaces defined by Musielak Orlicz function | Far East Journal of Mathematical Sciences | 2018 | N. Rajagopal,P. Thirunavukkarasu and N.Subramanian |

The integral gamma-lambda-I statistical convergence of real numbers over Musielak metric spaces defined by Orlicz functions | International Journal of pure and Applied Mathematics | 2018 | N. Rajagopal,P. Thirunavukkarasu and N.Subramanian |

Generalized triple entire difference of rough intuitionistic statistical convergence in probability of fractional order defined by Musielak-Orlicz function | International Journal of pure and Applied Mathematics | 2018 | D. Narasimhan and N.Subramanian |

Riesz almost Lacunary multiple triple sequence space of defined by a Orlicz function | , International Journal of pure and Applied Mathematics | 2018 | N. Rajagopal,P. Thirunavukkarasu and N.Subramanian |

Some New semi normed triple entire sequence spaces defined by a sequence of moduli | International Journal of pure and Applied Mathematics | 2018 | N. Rajagopal,P. Thirunavukkarasu and N.Subramanian |

, On rough convergence of triple sequence space of Bernstein operator of fuzzy numbers defined by a metric | Proyecciones Journal of Mathematics | 2018 | M. Jeyaram Bharathi, S.Velmurugan and N.Subramanian |

Sliding window rough measurable function on I -core of triple sequences of Bernstein operator | Journal of Indonesian Mathematical Society | 2018 | N.Subramanian and Deepamala |

Riesz Triple probabilistic of almost lacunary Cesaro statistical convergence of gamma-3 defined by Musielak-Orlicz function | International Scientific journal | 2018 | N. Subramanian, A. Esi and M. Aiyub |

The intuitionistic triple gamma-3 of Zweier ideal convergent and de la vallee-poussion mean of order alpha defined by Musielak-Orlicz functions | International Journal of pure and Applied Mathematics | 2018 | N. Rajagopal, N.Subramanian and P. Thirunavukkarasu |

The triple sequence spaces of Gamma-3fA^{3IFI\Delta^{m}} of fuzzy numbers defined by a sequence of Musielak-Orlicz functions | International Journal of pure and Applied Mathematics | 2018 | N. Rajagopal, N.Subramanian and P. Thirunavukkarasu |

Some triple almost Lambda_{m}\mu_{n}\eta_{k}Convergence in chi-3Riesz spaces defined by Musielak-Orlicz functions | International Journal of pure and Applied Mathematics | 2018 | N. Rajagopal, N.Subramanian and P. Thirunavukkarasu |

The triple entire of Intuitionistic ideal of fuzzy real numbers over p- metric spaces defined by Musielak Orlicz functions | International Journal of pure and Applied Mathematics | 2018 | N. Rajagopal, N.Subramanian and P. Thirunavukkarasu |

The triple entire of Intuitionistic ideal of fuzzy real numbers over p- metric spaces defined by Musielak Orlicz functions | International Journal of pure and Applied Mathematics | 2018 | N. Rajagopal, N.Subramanian and P. Thirunavukkarasu |

The Fibonacci numbers of Asymptotically lacunary of chi-2 over probabilistic p- metric spaces | TWMS J. Pure Appl. Math. | 2018 | Deepmala, Vandana, N. Subramanian and L.N. Mishra |

The Rough Intuitionistic Fuzzy Zweier Lacunary Ideal Convergence of Triple Sequence spaces | journal of mathematics and statistics | 2018 | N.Subramanian, A.Esi and V.A.Khan |

Wijsman rough convergence of triple sequences | Matematychni studii | 2017 | N.Subramanian and A.Esi |

Rough Variables of Convergence | Scientific studies and Research series Mathematics and Informatics | 2017 | N.Subramanian and A.Esi |

On triple sequence space of Bernstein-Stancu operator of rough I_{?}- statistical convergence of weighted g(A | Annals of Fuzzy Mathematics and Informatics | 2018 | A.Esi and N.Subramanian |

Generalized Difference of of Fuzzy real numbers over p Metric Spaces Defined by Musielak Orlicz Function | The Journal of Fuzzy Mathematics | 2018 | A. Esi, N. Subramanian and M. Aiyub |

On rough convergence of triple sequence spaces of Bernstein-Stancu operators of fuzzy numbers defined by a metric function | Proyecciones Journal of Mathematics | 2019 | M. Jeyaram Bharathi, S.Velmurugan, A.Esi and N.Subramanian |

Bernstein operator of rough I –core of triple sequences | Journal of non-linear analysis and applications | 2018 | N. Subramanian, M. Kemal Ozdemir and A. Esi |

Some triple difference rough Cesŕro and lacunary statistical Sequence spaces | Journal of Mathematics and Applications | 2018 | N. Subramanian, A. Esi |

Riesz Triple Almost Lacunary chi-3 sequence spaces defined by a Orlicz function-I | Journal of applied mathematics & informatics | 2018 | N.Subramanian, A.Esi and M.Aiyub |

##### National Journals

Title | Name | Date | Authors |

Semi Analytic spaces | National Academy Science Letters | Vol.26,No.5&6(2003) p.146-149 | K. Chandrasekhara Rao and N. Subramanian |

On the Orlicz sequence space L-M | Journal of institute of Math and Computer Sciences (Math.Ser.) | Vol.18,No.2(2005) p.99-110. | K. Chandrasekhara Rao and N. Subramanian |

The vector valued orlicz space of Entire sequence | Journal of institute of Math and Computer Sciences (Math. Ser.) | Vol.19, No.3(2006) 211-223 | N. Subramanian, R. Nallaswamy and N. Saivaraju |

The Orlicz space of entire sequence- II | Journal of Inst. of Maths. & Computer Sciences (Maths. Ser.) | Vol.21, No.3(2008) 125-130 | N. Subramanian, R. Nallaswamy and N. Saivaraju |

The difference Orlicz space of entire sequences | Journal of the Indian Academy of Mathematics | Vol.31 no.1. (2009) | N.Subramanian and C.Murugesan |

On Some Difference Orliicz Space of Entire Sequences | Jour. of Inst. of Mathematics & Computer Sciences(Mathematics Ser.) | No.2(2009), 61-71 | N.Subramanian, M.Misra and K.C.Jena |

THE SEMI ORLICZ SPACE OF x of ANALYTIC | Global Journal of Pure and Applied Mathematics | Vol. 5, No. 3(2009), pp. 209-216 | N.Subramanian, S. Krishnamoorthy and S. Balasubramanian |

The difference double entire sequences | Global Journal of Pure and Applied Mathematics | Vol. 5, No.1(2009), pp.75-87 | N. Subramanian, U.K.Misra and M.S. Panda |

MATRIX TRANSFORMATIONS ON SEQUENCE SPACE Lambda-2 | Advances in Theoretical and Applied Mathematics | Vol. 4, No. 1-2 (2009), pp. 143-147 | N. Subramanian, U.K. Misra and M.S. Panda |

A subet of the space of the double entire sequences | Journal of the Assam Academy of Mathematics | Vol. 2, (2010), pp. 13-30. | N.Subramanian, C.Murugesan |

The v-invariant gai-2 sequence spaces | Twms J. App. Engg. Math. | V.1, N.2, 2011, pp. 150-161 | N. Subramanian and U.K.Misra |

On Riesz Almost Lacunary Cesaro statistical convergence in probabilistic space of | Acta Mathematica Academiae Paedagogicae Nyíregyháziensis | 2017 | Shyamal debnath and N.Subramanian |

The ?^3 of Ideal fuzzy real numbers over p- metric spaces defined by Musielak Orlicz function | Journal of Assam Academy of Mathematics | 2018 | P. Thirunavukkarasu, N. Subramanian , N. Rajagopal |