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One-parameter subgroups and the B-C-H formula

100%

Wojtyński W.

Studia Mathematica

1994

tom 111

nr 2

163-185

An algebraic scheme for Lie theory of topological groups with "large" families of one-parameter subgroups is proposed. Such groups are quotients of "𝔼ℝ-groups", i.e. topological groups equipped additionally with the continuous exterior binary operation of multiplication by real numbers, and generated by special ("exponential") elements. It is proved that under natural conditions on the topology of an 𝔼ℝ-group its group multiplication is described by the B-C-H formula in terms of the associated Lie algebra.

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Banach spaces admitting essentially infinite-dimensional representation of a compact group

63%

Wojtyński W.

Colloquium Mathematicum

1973

tom 28

nr 2

267-273

Quotient groups of linear topological spaces

44%

Grabowski J., Wojtyński W.

Colloquium Mathematicum

1990

tom 59

nr 1

35-51

Ograniczanie wyników

2 Colloquium Mathematicum

1 Studia Mathematica

3 Wojtyński W.

1 Grabowski J.

1 1994

1 1990

1 1973

Wyniki wyszukiwania

One-parameter subgroups and the B-C-H formula

Banach spaces admitting essentially infinite-dimensional representation of a compact group

Quotient groups of linear topological spaces