A Functional Equation: 11345 [2008, 166]. Roger Cuculière, Richard Stong. A Functional Equation: 11345 [2008, 166]. The American Mathematical Monthly, 116(8): ...
A Functional Equation: 11345 [2008, 166]. Author(s): Roger Cuculière and Richard Stong. Source: The American Mathematical Monthly, Vol. 116, No. 8 (Oct., 2009) ...
PDF | In [Am. Math. Mon. 115, No. 2, 166 (2008), Problem 11345] the following question was proposed by R. Cuculière: Find all nondecreasing functions f.
Roger Cuculière, Richard Stong: A Functional Equation: 11345 [2008, 166]. Am. Math. Mon. 116(8): 753 (2009); 2008. [j2]. view.
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A Functional Equation: 11345 [2008, 166] · A Functional Equation: 11345 [2008, 166] (p. 753). Roger Cuculière and Richard Stong. https://www.jstor.org/stable ...
In the February 2008 issue of The American Mathematical Monthly (115, Problems and Solutions, p. 166) the following question was proposed by Roger Cuculiere:.
A Functional Equation. 11345 [2008, 166]. Proposed by Roger Cuculi`ere, France. Find all nondecreasing functions f from R to R such that f (x + f (y)) = f ...
Sep 30, 2009 · Cuculière R., Problem 11345, Amer. Math. Monthly 115 (2008), 166. 9 ... functional equations Jacobsthal numbers additive functions ...
Nov 8, 2023 · ... A Functional Equation: 10908 ... [2008, 166] . . . . . . . . . . . 752--753 Roger Cuculi\`ere and Richard Stong A Functional Equation: 11345 ...
