American Journal of Mathematics and Statistics

American Journal of Mathematics and Statistics is to publish well-written original research articles and studies describing the latest research and developments in the field of mathematics and statistics. This is a broad-based journal covering all branches of mathematics, statistics and interdisciplinary research.

Srikanth Raghavendran

Editorial Board Member of American Journal of Mathematics and Statistics

Professor, Sastra University, India

Research Areas

Number Theory

Education

2006Ph.dMathematics, National College, Trichy
1997D.V.M Mathematics, National College, Trichy
1994B.EdMathematics, Anamalai University
1992M.ScVedic Mathematics, Sanskrit Institute, Karnataka
1989B.ScNumber Theory (Diophantine equation), Bharathidasan University

Experience

2010-present Organizer of National conference on Vedic Mathematics in allied Sciences conducted by SASTRA
2004-presentCoordinator for First year Mid Semester Examinations
2004Coordinator for SASTRA Mathematics Olympiad examination conducted at SASTRA
2003-presentOrganizer of International Conference on Number Theory and Allied topics conducted by SASTRA
2002Organizer of one day National seminar on Number Theory and its application sponsored by A.I.C.E.T at SASTRA

Academic Achievement

Twice got honorarium Award for Solving "Elementary problem of Ramanujan's Contribution" to Mathematical Education (Sponsored by University Grant Commission) in the Year 1992
One Lakh Cash Award for Best Research Work for Ph.D Work Given by SASTRA University

Publications: Conferences/Workshops/Symposiums/Journals/Books

[1]  Some interesting elementary problem in Ramanujan's note book, Mathematical Education (Sponsored by UGC grand) Vol. VIII, No.2, 1991(Oct-Dec), 137-138
[2]  Some interesting elementary problem in Ramanujan's note book, Mathematical Education (Sponsored by UGC grand) Vol. VII No.4, 1991(April-June), 314-316
[3]  Addition theorems in ordinary differential equations, The Mathematics Educations Vol. XXIV No.3, Sep' 2000, 180-182
[4]  *A Note on the Pell equation, The Mathematics Education, 2002, vol XXXVI No.2, 116-117
[5]  On the Diophantine equation, DZ2 = AZ2m-BYmXm + CY2m, Applied Science Periodical Vol. II, No2 May 1999, 72-73
[6]  "On Square root of (a+bÖc)", Applied Science Periodical Vol. II, May 2000, 92-94
[7]  Diophantine Equation h2 = 4r2-3R2, Mathematical Education, 2003
[8]  *A startup problem in a rotational porous medium, Far East Journal Of Applied Mathematics 4(2)(2000), 143-158
[9]  On Diophantine equation Y2 = DX2 + N, Bulletin Of Pure &Applied Sciences vol 20E,No1, 2001
[10]  *On Diophantine equation Z2 = AX2 + BY2, Pure and Applied Mathematica Sciences vol LII, No 1-2, 2000
[11]  *On the Diophantine Equations, Acta Ciencia Indica No. 9415/M 2000 VolXXVI No4,2000, 325-326
[12]  *Note on Diophantine Equations Y2 = DX2 + L2, Acta Ciencia Indica VolXXVII,No3,2001, 393-394
[13]  Note on the Integral solution Z2 = X2 + Y2, Acta Ciencia Indica No.4,VolXXVII,2001, 493-494
[14]  *On finding integral solution CZ2 = AX2 + BY2, Pure and Applied Mathematica Sciences vol 55, No 1-2, 2002, 23-25
[15]  *Hallow magic cube cyber spaces Acta Ciencia Indica, 493-494 Vol.XXIX M,No.3, 2003
[16]  A remark on the square root of a complex binomial quadratic surd, Bulletin of Pure and Applied Sciences Vol.22E,No.1,2003, 165-168
[17]  Three right triangles with equal perimeters, proceedings of the National Seminor on Algebra, Number theories and Application to coding and rganization sponsored by NBHM, Sept 16-18,2004.99-101
[18]  Pattern in triangular number, Pure and Applied Mathematica Sciences Ref No.PAMS/I-2317/2005/2/97 (2005)
[19]  *A remark on Second degree Tarry Escott problem, Antartica Journal of Mathematics, Hydrabad 3(1) 2006.217-225
[20]  Integral solution of the system of the equation, Journal of Pure and Applied MathematicaVolLXV, No1-2,March 2007 73-76
[21]  The integral solution of 2(x+y)+xy=x^2-y^2, Impact Journal of Science and Technology Vol2. No.1-4, 119-123
[22]  Bounds for the integral solutions of Binary Quadratic Diophantine equation, Internation Journal of computation Intelligence Research & Applications Vol.3,No.2,July-December 2009, 257-260
[23]  On the Diophantine equation x^3+y^3=3z^6 , Accepted for publication in the Impact Journal, 2010
[24]  "Three right triangles with equal perimeters" published in proceedings of the National Seminor on Algebra, Number theories and Application to coding and organisation sponsored by National Board of Higher Mathematics, Bombay, Sept 16-18,2004, 99-101