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Aequationes mathematicae
Tome 46 (1993)
no. 2-3
Précédent
Suivant
Volume 46 (1993) no. 2-3
Sommaire
On a general principle in geometry that leads to functional equations.
Walter Benz
p. 3-10
Orthogonal and additivity modulo a subgroup.
Jürg Rätz
;
Karl Baron
p. 11-18
The structure of iteration groups of continuous functions.
Marek Cezary Zdun
p. 19-37
On the n-th order iterative ordinary linear differential equations.
Frantisek Neuman
p. 38-43
Definitezable hermitian matrix pencils.
Qiang Ye
;
P. Lancaster
p. 44-55
On a generalization of the Cauchy functional equation.
Janusz Brzdek
p. 56-75
On generalized cocycle equations.
B.R. Ebanks
;
C.T. Ng
p. 76-90
On the definition of a probalistic normed space.
C. Alsina
;
A. Sklar
;
B. Schweizer
p. 91-98
On a functional equation of Aczél and Chung.
John A. Baker
p. 99-111
On the Cauchy difference.
Pl. Kannappan
;
K. Baron
p. 112-118
Eulerian numbers with fractional order parameters.
P.L. Butzer
;
M. Hauss
p. 119-142
On approximate solutions of the Pexider equation.
J. Tabor
;
J. Chmielinski
p. 143-163
The local structure of the solutions of the multidimensional translation equation.
Lothar Berg
p. 164-173
A set of orthogonal polynomials induced by a given orthogonal polynomial.
Walter Gautschi
;
Shikang Li
p. 174-198
An integral inequality of convolution type. (Summary).
W. Walter
;
V. Weckesser
p. 200
One-parameter system of functional equation. (Summary).
Stefania Paganoni-Marzegalli
p. 200-201
On Perrine's generalized Markoff equation.
T.W. Cusick
p. 203-211
An integral inequality of convolution type.
W. Walter
;
V. Weckesser
p. 212-219
On the equality condition in Hölder's and Minkowski inequalities.
Jürg Rätz
;
Janusz Matkowski
p. 220-228
Continuous dependence of the local strong unicity constant on domain.
Charles B. Dunham
;
Chang Z. Zhu
p. 229-242
Functional equations and nowhere differentiable functions.
Roland Girgensohn
p. 243-256
An inequality for arithmetic and harmonic means.
Horst Alzer
p. 257-263
Nonwhere differentiable solutions of a system of functional equations. (Summary).
Roland Girgensohn
p. 320