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Special Issue-5 on Leonhard Paul Euler’s: Mathematical Topics and Applications (Guest Editor-in-Chief: Professor John Michael Rassias)
Table of Contents
Articles
PREFACE: Special Issue on Leonhard Paul Euler’s: Mathematical Topics and Applications | |
J. M. Rassias | 5-6 |
On the Number of Maximal Subgroups and Theta Pairs in a Finite Group | |
Ali R. Ashrafi, Ali Iranmanesh | 7-12 |
Explicit formulas and Euler constants on algebraic number fields | |
Muharem Avdispahić, Lejla Smajlović | 13-20 |
CHARACTERIZATION OF MODULATED COX MEASURES ON TOPOLOGICAL SPACES | |
JEWGENI H. DSHALALOW | 21-37 |
Hypersurfaces with flat r-mean curvature and Ribaucour transformations | |
Walterson Ferreira, Keti Tenenblat | 38-51 |
Leonhard Euler’s methods and ideas live in the thermodynamic hierarchical theory of biological evolution | |
Georgi P. Gladyshev | 52-68 |
Zeroes of L-series in characteristic p | |
David Goss | 69-80 |
Beck’s graphs associated with Zn and their characteristic polynomials | |
Yinglie Jin, Mitsuo Kanemitsu | 81-93 |
On the Continuity of the Best Copositive Approximation Function | |
AREF KAMAL | 94-102 |
Convexity in the Theory of the Gamma Function | |
Milan Merkle | 103-117 |
ANALYTICAL AND DIFFERENTIAL-ALGEBRAIC PROPERTIES OF GAMMA FUNCTION | |
Zarko Mijajlovic, Branko Malesevic | 118-129 |
RAMANUJAN'S _1Psi_1- SUMMATION FORMULA AND RELATED IDENTITIES | |
M. S. Mahadeva Naika, K. Shivashankara | 130-135 |
Two results on ill-posed problems | |
A. G. Ramm | 136-139 |
Numerical computations of the zeros of the q-analogues of ordinary Euler polynomials | |
C. S. Ryoo, T. Kim | 140-148 |
Eulerian and Other Integral Representations for Some Families of Hypergeometric Polynomials | |
H. M. Srivastava | 149-171 |
GROUP C*-ALGEBRAS AND THEIR STABLE RANK | |
TAKAHIRO SUDO | 172-186 |
Complementaries of Greek Means with Respect to Gini Means | |
Silvia Toader, Gheorghe Toader | 187-192 |
A Class of New Three-Parameter Generalized Weighted Means | |
Zhen-Gang Xiao, Zhi-Hua Zhang, V. Lokesha, K. M. Nagaraja | 193-202 |
Some Research for Bernoulli’s Inequality | |
Ma Yumei, Zhang Libao | 203-204 |