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Universal completely regular dendrites

100%

Omiljanowski K., Zafiridou S.

Colloquium Mathematicum

2005

tom 103

nr 1

149-154

We define a dendrite $E_{{n}}$ which is universal in the class of all completely regular dendrites with order of points not greater than n. In particular, the dendrite $E_{{ω}}$ is universal in the class of all completely regular dendrites. The construction starts with the standard universal dendrite $D_{{n}}$ of order n described by J. J. Charatonik.

Complexity of the class of Peano functions

81%

Omiljanowski K., Solecki S., Zielinski J. M.

Colloquium Mathematicum

2000

tom 83

nr 1

101-105

We evaluate the descriptive set theoretic complexity of the space of continuous surjections from $ℝ^m$ to $ℝ^n$.

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On the continua which are Cantor homogeneous or arcwise homogeneous

70%

Omiljanowski K., Patkowska H.

Colloquium Mathematicum

1989-1990

tom 58

nr 2

201-212

Ograniczanie wyników

3 Colloquium Mathematicum

3 Omiljanowski K.

1 Patkowska H.

1 Solecki S.

1 Zafiridou S.

1 Zielinski J. M.

1 2005

1 2000

1 1990

Wyniki wyszukiwania

Universal completely regular dendrites

Complexity of the class of Peano functions

On the continua which are Cantor homogeneous or arcwise homogeneous