Frontiers in Science

Frontiers in Science is a peer-reviewed, open access journal that publishes original research articles as well as review articles in all areas of science and technology.


Binod Chandra Tripathy

Editorial Board Member of Frontiers in Science

Associate Professor, Institute of Advanced Study in Science and Technology, India

Research Areas

Sequence Spaces, Series, Summability Theory, Analysis, Functional Analysis, Fuzzy Set Theory, Topology

Education

1993Ph.DFunctional Analysis, Berhampur University
1985M.ScMathematics, Berhampur University
1983B.ScMath(hon), Phy, Chem, Berhampur University

Membership

Member of the American Mathematical Society, U.S.A.

Publications: Conferences/Workshops/Symposiums/Journals/Books

[1]  B.C. Tripathy and B. Hazarika : I-monotonic and I-convergent sequences; Kyungpook Mathematical Journal, 51(2)(2011), 233-239.
[2]  B.C. Tripathy and P. Chandra : On some generalized difference paranormed sequence spaces associated with multiplier sequences defined by modulus function; Anal. Theory Appl.; 27(1)(2011) 21-27.
[3]  B.C. Tripathy and B. Sarma : Double sequence spaces of fuzzy numbers defined by Orlicz function; Acta Mathematica Scientia, 31(1) (2011), 134-140.
[4]  B.C. Tripathy and B. Hazarika: I-convergent sequences spaces defined by Orlicz function; Acta Mathematica Applicatae Sinica, 27(1)(2011), 149-154.
[5]  B.C. Tripathy and A. Baruah, Lacunary statistically convergent and lacunary strongly convergent generalized difference sequences of fuzzy real numbers, Kyungpook Mathematical Journal, 50(2010), 565-574.
[6]  B.C. Tripathy, B.K. Nayak and M. Mishra : Fuzzy real valued generalized difference sequence spaces of paranormed type; Jour. Fuzzy Math.; 18(2)(2010), 533-540.
[7]  B.C. Tripathy and A. Baruah : Nörlund and Riesz mean of sequences of fuzzy real numbers; Applied Mathematics Letters, 23(2010), 651-655.
[8]  B.C. Tripathy and H. Dutta : On some new paranormed difference sequence spaces defined by Orlicz functions; Kyungpook Mathematical Journal; 50(2010), 59-69.
[9]  B.C. Tripathy and S. Mahanta : On I-acceleration convergence of sequences; Jour. Franklin Inst., 347(2010), 591-598.
[10]  B.C. Tripathy and A.J. Dutta : Bounded variation double sequence space of fuzzy real numbers; Computers & Mathematics with Applications, 59(2)(2010), 1031-1037.
[11]  B.C. Tripathy and A. Baruah : Some paranormed type difference sequence spaces of fuzzy numbers and statistically convergent sequences defined by Orlicz function; Jour. Fuzzy Math.; 17(4)(2009), 885-896.
[12]  B.C. Tripathy and B. Sarma : Vector valued double sequence spaces defined by Orlicz function; Mathematica Slovaca; 59(6)(2009), 767-776.
[13]  B.C. Tripathy and H. Dutta : Some difference paranormed sequence spaces defined by Orlicz functions; Fasciculi Mathematici; 42(2009), 121-131.
[14]  M. Et; Y Altin and B.C. Tripathy: On difference sequences of fuzzy numbers; Jour. Fuzzy Math.;17(3)(2009), 643-652.
[15]  B.C. Tripathy and B. Hazarika: Paranormed I-convergent sequences spaces; Mathematica Slovaca; 59(4)(2009), 485-494.
[16]  B.C. Tripathy and B. Sarma : On some classes of difference double sequence spaces Fasciculi Mathematici; 41(2009), 135-142.
[17]  B.C. Tripathy and P. C. Das : Statistically convergent sequences of fuzzy real numbers; Jour. Fuzzy Math., 17(1) (2009), 119-130 .
[18]  B. Hazarika and B.C. Tripathy : Some new type of generalized difference paranormed sequence spaces defined by sequences of Orlicz functions associated with multiplier sequences; The Pacific Jour. Sci. Tech.; 10(1)(2009), 161-169.
[19]  N. Subramanian, B.C. Tripathy and C. Murugan : The Cesaro space of double entire sequences; International Mathematics Forum, 4(2)(2009), 49-59.
[20]  B.C. Tripathy and A. Baruah : New type of difference sequence spaces of fuzzy real numbers; Mathematical Modelling and Analysis, 14(3)(2009), 391-397.
[21]  B.C. Tripathy and B. Sarma : Generalized Kothe-Toeplitz duals of some double sequence spaces; Fasciculi Mathematici, 40(2008), 119-125 .
[22]  B.C. Tripathy and P. C. Das : Some difference sequences of fuzzy real numbers; Fasciculi Mathematici, 40(2008), 105-117.
[23]  B.C. Tripathy, N. Subramanian and C. Murugan : The double sequence space of Γ2; Fasciculi Mathematici, 40(2008), 91-103.
[24]  A. Esi and B.C. Tripathy : On some generalized new type difference sequence spaces defined by a modulus function in a seminormed space; Fasciculi Mathematici, 40(2008), 15-24.
[25]  B.C. Tripathy and B. Sarma : Sequence spaces of fuzzy real numbers defined by Orlicz functions; Math. Slovaca, 58(5) (2008), 621-628.
[26]  B.C. Tripathy; B. Choudhary and B. Sarma : On some new type generalized difference sequence spaces; Kyungpook Mathematical Journal; 48(4)(2008), 613-622.
[27]  B.C. Tripathy, Y. Altin and M. Et : Generalized difference sequences spaces on seminormed spaces defined by Orlicz functions, Mathematica Slovaca, 58(3)(2008), 315-324.
[28]  B.C. Tripathy and B. Hazarika : I-convergent sequence spaces associated with multiplier sequence spaces; Math. Ineq. Appl.; 11(3)(2008), 543-548.
[29]  B.C. Tripathy and M. Sen : Vector valued paranormed lp spaces associated with multiplier sequences; Fasculi Math.; 39(2008),125-133.
[30]  B.C. Tripathy and B. Sarma : Some paranormed difference double sequence spaces defined by Orlicz functions; Fasciculi Mathematici. 39(2008), 113-124.
[31]  B.C. Tripathy and P. C. Das : Statistically convergent difference sequences of fuzzy real numbers; Fasciculi Mathematici, 39(2008), 97-112.
[32]  B.C. Tripathy and A. J. Dutta : On fuzzy real-valued double difference sequence spaces; Jour. Fuzzy Math., 16(1)(2008), 101-107.
[33]  B.C. Tripathy and M. Sen : On fuzzy real-valued I-convergent sequences; Jour. Fuzzy Math., 16(1)(2008), 91-99.
[34]  A. Sahiner and B.C. Tripathy : Some I-related properties of triple sequences; Selcuk. J. Appl. Math., 9(2)(2008), 9-18.
[35]  B.C. Tripathy and B. Sarma : Statistically convergent difference double sequence spaces; Acta Mathematica Sinica; 24(5) (2008), 737-742.
[36]  B.C. Tripathy and A. J. Dutta : Statistically convergent and Cesaro summable double sequences of fuzzy real numbers; Soochow Jour. Math.34(4)(2007), 835-848.
[37]  A. Esi; B.C. Tripathy and B. Sarma : On some new type generalized difference sequence spaces; Math. Slovaca; 57(5)(2007) 475-482.
[38]  A. Esi and B.C. Tripathy : Strongly almost convergent generalized difference sequences associated with multiplier sequences; Math. Slovaca; 57(4)(2007), 339-348.
[39]  B.C. Tripathy and B. Sarma : Vector valued paranormed statistically convergent double sequence spaces; Mathmatica Slovaca; 57(2)(2007), 179-188.
[40]  B.C. Tripathy and S. Mahanta : On a class of difference sequences related to the space defined by Orlicz functions; Mathematica Slovaca; 57(2)(2007), 171-178.
[41]  B.C. Tripathy and A. J. Dutta : On fuzzy real-valued double sequence spaces ; Mathematical and Computer Modelling; 46(9-10)(2007), 1294-1299.
[42]  Y.Altin; M.Et and B. C. Tripathy : On pointwise statistical convergence of sequences of fuzzy numbers; Jour. Fuzzy Math.,15(2)(2007) 425-433.
[43]  R. Colak; B.C. Tripathy and M. Et : Lacunary strongly summable sequences and q-lacunary almost statistical convergence; Vietnam Jour. Math.; 34(2) (2006), 129-138.
[44]  B.C. Tripathy and A. J. Dutta : On fuzzy real-valued double sequence spaces; Soochow Jour. Math. ; 32(4)(2006), 509-520.
[45]  B.C. Tripathy; M. Et; Y. Altin and S. Mahanta : Generalized difference paranormed sequence spaces defined by Orlicz function in a locally convex space; Indian Jour. Math. ; 48(2)(2006) 187-199.
[46]  B.C. Tripathy and M. Sen : On a class of statistically null vector valued sequences associated with multiplier sequences; Internat. Jour. Sci. Tech.; 1(1) (2006), 19-24.
[47]  B.C. Tripathy and M. Sen : Characterization of some matrix classes involving paranormed sequence spaces; Tamkang Jour. Math., 37(2)(2006), 155-162.
[48]  B.C. Tripathy and B. Sarma : Statistically convergent double sequence spaces defined by Orlicz functions; Soochow J. Math. ; 32(2)(2006), 211-221.
[49]  M. Et; Y. Altin ; B. Choudhary and B. C. Tripathy : On some classes of sequences defined by sequences of Orlicz functions; Math. Ineq. Appl. 9(2)(2006),335-342.
[50]  B.C. Tripathy and A. Esi : A new type of difference sequence spaces; International. Journal of Sci. Tech.;1(1)(2006), 11-14.
[51]  B.C. Tripathy; S. Mahanta and M. Et : On a class of generalized difference sequence spaces defined by modulus function ; Hokkaido Math. Jour. ;34(3) (2005),667-677.
[52]  B. Choudhary; B. C. Tripathy and S. K. Mishra : On characterization of some matrix classes and duals of some sequence spaces; Soochow Jour. Math.; 31(4)(2005), 597-609.
[53]  B.K. Tripathy and B.C. Tripathy : On I-Convergent double sequences; Soochow Jour. Math.; 31(4)(2005), 549-560.
[54]  B.C. Tripathy and M. Sen : On a class of sequences related to the p-normed space ; Journal of Beijing Univ. Technology; 31(5)(2005), 553-556.
[55]  B.C. Tripathy and M. Et. : On generalized difference lacunary statistical convergence; Studia Universitatis Babes-Bolyai, Mathematica, L (1),(2005),119-130.
[56]  B. C. Tripathy; S. Mahanta and M. Et. : On generalized lacunary difference vector valued paranormed sequence spaces defined by Orlicz functions; Internat. J. Math. Sci. 4(2)(2005), 341-355.
[57]  T. Salat ; B.C. Tripathy and M. Ziman : On I-convergence field ; Italian Jour. Pure Appl. Math. ; vol. 17 (2005), 45-54.
[58]  B.C. Tripathy and M. Sen : A note on rate of convergence of sequences and density of subsets of natural numbers ; Italian Jour. Pure Appl. Math.; 17(2005), 151-158.
[59]  B.C. Tripathy; A. Esi and B.K. Tripathy : On some new type of generalized difference Cesaro sequence spaces; Soochow J. Math. 31(3)(2005),333-340.
[60]  B.C. Tripathy : On normal sequence spaces and domains of matrix maps; Jour. Indian Acad. Math.; 27(1)(2005), 63-67.
[61]  B.C. Tripathy and B. Sarma : Some classes of difference paranormed sequence spaces defined by Orlicz functions; Thai Jour. Math.; 3(2)(2005), 209-218.
[62]  B.C. Tripathy and A. Esi : Generalized lacunary difference sequence spaces defined by Orlicz functions. Matimyás Mat. 28 (2005), no. 1-3, 50--57. MR2432684.
[63]  A. Esi and B. C. Tripathy : On some new difference sequence spaces; Common. Fac. Sci. Univ. Ank. Ser. A1; 53 (2) (2004), 57-66.
[64]  M. Isiki ; Mikail Et and B.C. Tripathy : On some new seminormed sequence spaces defined by Orlicz functions; Thai Jour. Math.; 2(1)(2004), 141-149.
[65]  B.C. Tripathy and B. Sarma : Statistically null vector valued paranormed sequence space associated with multiplier sequences; International Jour. Math. Sci. 3(2)(2004), 497-506.
[66]  T. Salat ; B.C. Tripathy and M. Ziman : On some properties of I-convergence; Tatra Mountain Publ. Math., 28(2004),279-286.
[67]  B.C. Tripathy : Generalized difference paranormed statistically convergent sequences defined by Orlicz function in a locally convex spaces ; Soochow J. Math. 30(4)(2004),431-446.
[68]  B.C. Triapthy and S. Mahanta : On a class of vector valued sequences associated with multiplier sequences ; Acta Math. Applicata Sinica ; 20(3)(2004),487-494.
[69]  B. C. Tripathy and S. Mahanta : On a class of generalized lacunary difference sequence spaces defined by Orlicz function ; Acta Math. Applicata Sinica; 20(2) (2004), 231-238.
[70]  Y. Altin ; Mikail Et and B. C. Tripathy :The sequence space on seminormed spaces; Applied Math. & Computation; 154(2004), 423-430.
[71]  B. C. Tripathy : On a new class of sequences ; Demonstratio Mathematica ; 37(2) (2004), 377-381.
[72]  B. C. Tripathy : On generalized difference paranormed statistically convergent sequences ; Indian J. Pure Appl. Math. ;35(5)(2004),655-663.
[73]  B. C. Tripathy ; Y. Altin and Mikail Et : Generalized Difference sequence spaces defined by Orlicz function in a locally convex space ; Jour. Analysis Appl. ; 1(3) (2003), 175-192 .
[74]  B. C. Tripathy : A class of difference sequences related to the p-normed space ; Demonstratio Mathematica; 36(4) (2003) ; 867-872.
[75]  B. C. Tripathy : Statistically convergent double sequences; Tamkang Jour. Math.; 34(3) (2003), 231-237.
[76]  B. C. Tripathy and M. Sen : Vector valued paranormed bounded and null sequences associated with multiplier sequences; Soochow Jour. Math.; 29(3) (2003); 313–325.
[77]  B. C. Tripathy and S. Mahanta : On a class of sequences related to the spaces defined by Orlicz function; Soochow J. Math. 29(4)(2003), 379-391.
[78]  B. C. Tripathy : On some class of difference paranormed sequence spaces associated with multiplier sequences ; Internat. Jour. Math. Sci.; 2(1) (2003) 159-166.
[79]  P. Chandra and B. C. Tripathy : On generalized Kothe-Toeplitz duals of some sequence spaces; Indian Jour. Pure Appl. Math.; 33(8) (2002), 1301–1306.
[80]  B. C. Tripathy and M. Sen : On a new class of sequences related to the space ; Tamkang Jour. Math ; 33(2) (2002) ; 167-171.
[81]  B. C. Tripathy and M. Sen :On generalized statistically convergent sequences; Indian Jour. Pure Appl. Math.; 32(11) (2001); 1689–1694 .
[82]  B. C. Tripathy and M. Sen : A note on absolute summability factors; Far East Jour. Math. Sci.; 3(4)(2001); 609–614.
[83]  B.C. Tripathy : On statistically convergent series; Punjab Univ. Jour. Math.; XXXII (1999); 65-72.
[84]  B.C. Tripathy : On statistical convergence; Proc. Estonian Acad. Sci. Phy. Math.; 47(4) (1998); 299-303.
[85]  B.C. Tripathy : Matrix maps on the power series convergent on the unit disc; Jour. Analysis ; 6(1998); 27-32.
[86]  B.C. Tripathy : On statistically convergent sequences; Bull. Cal. Math. Soc.; 90 (1998); 259-262.
[87]  B.C. Tripathy : Matrix transformations between series and sequences; Bull. Malyasian Math. Soc. ; 21(1998); 17-20.
[88]  B.C. Tripathy : Matrix transformations between some classes of sequences; Jour. Math. Analysis Appl. ; 206(1997); 448-450.
[89]  B.C. Tripathy : On statistically convergent and statistically bounded sequences; Bull. Malyasian Math. Soc. ; 20(1997); 31-33.
[90]  D. Rath and B.C. Tripathy : Matrix maps on sequence spaces associated with sets of integers ; Indian Jour. Pure Appl. Math. ; 27(2) (1996); 197-206.
[91]  D. Rath and B.C. Tripathy : On the Banach algebra of triangular conservative matrices of operators; Jour. Math. Analysis Appl. ; 197(3)(1994); 743-751.
[92]  D. Rath and B.C. Tripathy : On statistically convergent and statistically Cauchy sequences Indian Jour. Pure Appl. Math. ; 25(4)(1994); 381-386.
[93]  D. Rath and B.C. Tripathy : A note on spectra of operator Schur matrices and the maximal group of the algebra of triangular conservative matrices ; Indian Jour. Pure Appl. Math. ; 23(6)(1992); 411-417.
[94]  D. Rath and B.C. Tripathy : Characterization of certain matrix operators ; Jour. Orissa Math. Soc.; 8(2)(1989); 121-134.
[95]  B. C. Tripathy : On statistical convergence ; Proc. Nat. Conf. Rec. Devp. Math. Appl. ; (2001) , 90-97.
[96]  B. C. Tripathy : The Banach algebra of triangular conservative matrices and its maximal group; Proc. 7th Ramanuja Symp. on Potential Theory & Funct. Theory (Publ. Ramanujan Institute vol.8) (2000), 139–148.