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Permanence of moment estimates for p-products of convex bodies

100%

Brehm U., Vogt H., Voigt J.

Studia Mathematica

2002

tom 150

nr 3

243-260

It is shown that two inequalities concerning second and fourth moments of isotropic normalized convex bodies in ℝⁿ are permanent under forming p-products. These inequalities are connected with a concentration of mass property as well as with a central limit property. An essential tool are certain monotonicity properties of the Γ-function.

Factorization in some Fréchet algebras of differentiable functions

74%

Voigt J.

Studia Mathematica

1983-1984

tom 77

nr 4

333-348

Ograniczanie wyników

2 Studia Mathematica

2 Voigt J.

1 Brehm U.

1 Vogt H.

1 2002

1 1984

Wyniki wyszukiwania

Permanence of moment estimates for p-products of convex bodies

Factorization in some Fréchet algebras of differentiable functions