In this thesis we provide an overview of a problem related to almost homogeneous separable Banach spaces; in particular we focus on a construction of the Gurarii space due to J. Garbuli«ska and W. Kubis and some of its consequences, giving a personal contribution to the state of the art. In particular we focused on the amalgamation property of the class of all finite-dimensional Banach spaces.

ALMOST TRANSITIVE AND ALMOST HOMOGENEOUS SEPARABLE BANACH SPACES / M.c. Viscardi ; tutor: C. Zanco, cotutore: W. Kubis ; coordinatore: V. Mastropietro. DIPARTIMENTO DI MATEMATICA "FEDERIGO ENRIQUES", 2018 Sep 10. 30. ciclo, Anno Accademico 2018. [10.13130/viscardi-maria-claudia_phd2018-09-10].

ALMOST TRANSITIVE AND ALMOST HOMOGENEOUS SEPARABLE BANACH SPACES

M.C. Viscardi
2018

Abstract

In this thesis we provide an overview of a problem related to almost homogeneous separable Banach spaces; in particular we focus on a construction of the Gurarii space due to J. Garbuli«ska and W. Kubis and some of its consequences, giving a personal contribution to the state of the art. In particular we focused on the amalgamation property of the class of all finite-dimensional Banach spaces.
10-set-2018
Settore MAT/05 - Analisi Matematica
Banach spaces; Almost homogeneous spaces; Almost transitive spaces; Amalgamation property
ZANCO, CLEMENTE
MASTROPIETRO, VIERI
Doctoral Thesis
ALMOST TRANSITIVE AND ALMOST HOMOGENEOUS SEPARABLE BANACH SPACES / M.c. Viscardi ; tutor: C. Zanco, cotutore: W. Kubis ; coordinatore: V. Mastropietro. DIPARTIMENTO DI MATEMATICA "FEDERIGO ENRIQUES", 2018 Sep 10. 30. ciclo, Anno Accademico 2018. [10.13130/viscardi-maria-claudia_phd2018-09-10].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2434/582009
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