P.F. Borel

Portrait of Alexander II

Portrait of Alexander II
(click image to zoom-in)
Author: P.F. Borel
Portraiture, Prints, Lithograph, 47.2x39 cm
Origin: Russia, Second half of the 19th century
Author of Origin: Sverchkov, N.D.
Personage: Alexander II
Source of entry: State Museum of Ethnography of the Peoples of the USSR, Leningrad, 1941

See also

Convergence of random variables, and the Borel-Cantelli lemmas 1 ...
2 Borel-Cantelli Lemma. Theorem 2.1 (Borel-Cantelli Lemma) . ... of random variables, and the Borel-Cantelli lemmas. 4. Pf of BCL II We will show that P(A ...
From B├╝chi to Borel Structures.
Questions. Uncountable Languages. Theorem. There is an (unctble) Borel theory with no Borel completion. Idea of the Pf: The language has a constant c ...
From: David Ullrich <ullrich@math.okstate.edu> Newsgroups: sci ...
Pf: Let K denote the traditional middle-thirds Cantor set. ... Now in fact we can find a non-Borel set X contained in K such that both X and the relative ...
JSTOR: Adjoint Abelian Operators on $L^p$ and $C(K)$
ADJOINT ABELIAN OPERATORS ON LP AND C(K) 89 and lvfl(G) < Ivfl(Pf) + e. We conclude that Ivfl(Pf) = Ilf l. If B is any Borel set such that B n Pf = 0, ...

Site map

Albums Authors Countries Sources Epoches Exibitions Genres
Personages Schools Styles Techniques Themes Types Workshops

Image Use Policy

Unless otherwise noted, images this web site may be used for any purpose without prior permission.

Any material in the public domain found on this web site is not protected by copyright.

We make no representations or warranties with respect to ownership of copyrights in the images, and do not represent others who may claim to be authors or owners of copyright of any of the images, and make no warranties as to the quality of the images.

We shall not be responsible for any loss or expenses resulting from the use of the images, and you release and hold us harmless from all liability arising from such use.

We do not sell art prints, framed posters or reproductions. Ads are shown only to compensate the hosting expenses.