Banach J. Math. Anal.
Volume 1, Number 2, 2007
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The first volume of the Banach Journal of Mathematical Analysis (consisting of two issues) is proudly dedicated to Professor Themistocles M. Rassias on the occasion of the 30th anniversary of his stability theorem. His works are known in the field of Mathematical Analysis as "Hyers-Ulam-Rassias Stability" or "Cauchy-Rassias Stability" and in Geometry as "Alexandrov-Rassias Problem". Most of the papers of these two special issues reflect some aspects of his wide and significant impact in Mathematical Analysis, Geometry, Topology and their applications. We wish him many more years in good health, prosperity and stability! |
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1 |
A fixed point approach to the stability of an equation of the square spiral S.-M. Jung
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pp. 148-153 |
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2 |
A survey of some recent inequalities for the norm and numerical radius of operators in Hilbert spaces S.S. Dragomir
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pp. 154-175 |
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3 |
Hyers--Ulam--Rassias
stability of a generalized Pexider A. Charifi; B. Bouikhalene; E. Elqorachi
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pp. 176-185 |
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Existence results for quasi variational inequalities M.A. Noor
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pp. 186-194 |
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Structure of locally idempotent algebras M. Abel
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pp. 195-207 |
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6 |
On convergence of greedy approximations for the trigonometric system S.V. Konyagin
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pp. 208-211 |
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7 |
The Schur-convexity of Stolarsky and Gini means J. Sandor
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pp. 212-215 |
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8 |
On Steiner loops and power associativity Pl. Kannappan
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pp. 216-220 |
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9 |
D'Alembert's functional equation on compact groups L. Szekelyhidi
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pp. 221-226 |
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10 |
On the stability of mixed trigonometric functional equations G.H. Kim
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pp. 227-236 |
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11 |
Remarks on Lipschitzian mappings and some fixed point theorems J. Matkowski
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pp. 237-244 |
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12 |
On the stability of the quadratic functional equation in topological spaces M. Adam; S. Czerwik
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pp. 245-251 |
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13 |
An interview with Themistocles M. Rassias P. Enflo; M.S. Moslehian
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pp. 252-260 |
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