… Nikodem (The International Conference on Functional Equations and Inequalities, Sielpia,
Poland) [4] raised the following problem. Let D be an open interval on the real line N. Assume …

… problems when one wishes to achieve a precise solution on blurred or noised image. The
same range of problems … ⊆ A being partitioned into k connected components Bi, i = 1,...,k. The …

… Here we investigate Nikodem’s problem above for this equation and we prove, that if a
function f : G → H defined on an abelian group G divisible by 2 , mapping into a Hilbert space H …

… al. showed in the decay of heavy neutral K mesons that this … the SSKT performance is studied
on data and on simulation. In … The SSKT is studied and compared to simulation first on D+ …

… We say that the Jensen difference of a function f: D —>R is bounded on a ball BCD iff there
… midconvex function defined on a convex open set D containing T and bounded above on T is …

… is closely connected with problems investigated by Thlbault in [… k + ttk)x~y ~ ,F(x)" and "tk
--* tk(t -- 1)F(y)" are continuous we obtain that Fls bounded on Sk Thus FIS bounded on every k…

… Such maps arise naturally from, eg, the constraints of convex optimization problems and …
We say that an sv map F is K–upper bounded on a set A if there exists a bounded set B ⊂ Y …

… {R}^n\) and are defined on the whole real line. Nikodem [12] extended Henney’s result and
… values in a normed space and are bounded on a subset with positive Lebesgue measure. …

… On three examples, we show how take advantage of the new … The problem is referred to as
the problem of n-queens and may be formulated as follows: How can N queens be placed on …

… a more general problem where the zeros and poles of P, (s) are moving as k varies in [a, b]
) … certain robust stabilization problems for plants with linear dependence on a real uncertain …