- eighteen,
Borelly wanted to
share his p****ion so he
started teaching the
trumpet to the
beginners at the
school of music.
During the 1970s,
Borelly became...
-
after Émile
Borel Borel algebra,
operating on
Borel sets,
named after Émile
Borel, also:
Borel measure, the
measure on a
Borel algebra Borel distribution...
- complement.
Borel sets are
named after Émile
Borel. For a
topological space X, the
collection of all
Borel sets on X
forms a σ-algebra,
known as the
Borel algebra...
- in
measure theory, a
Borel measure on a
topological space is a
measure that is
defined on all open sets (and thus on all
Borel sets). Some
authors require...
- Félix Édouard
Justin Émile
Borel (French: [
bɔʁɛl]; 7
January 1871 – 3
February 1956) was a
French mathematician and politician. As a mathematician, he...
- In mathematics,
Borel transform may
refer to A
transform used in
Borel summation A
generalization of this in Nachbin's
theorem This
disambiguation page...
-
Borel is a tiny
lunar impact crater located in the
southeast part of Mare Serenitatis. It was
named after French mathematician Émile
Borel. To the northeast...
- In the
theory of
algebraic groups, a
Borel subgroup of an
algebraic group G is a
maximal Zariski closed and
connected solvable algebraic subgroup. For...
- Eugène
Borel (17 June 1835 – 14 June 1892) was a
Swiss politician and
member of the
Swiss Federal Council (1872–1875). He was born in Neuchâtel to François-Victor...
- In real
analysis the Heine–
Borel theorem,
named after Eduard Heine and Émile
Borel, states: For a
subset S of
Euclidean space Rn, the
following two statements...
