A Solution to the Baer Splitting Problem

Postgraduate Thesis uoadl:1319030 397 Read counter

Unit:
Κατεύθυνση Θεωρητικά Μαθηματικά
Library of the School of Science
Deposit date:
2013-06-27
Year:
2013
Author:
Αλειφέρη Ευαγγελία
Supervisors info:
Ολυμπία Ταλέλλη Καθηγ.(Επιβλέπουσα), Ιωάννης Εμμανουήλ Καθηγ., Μιχάλης Μαλιάκας Καθηγ.
Original Title:
Μια λύση στο Πρόβλημα Διάσπασης του Baer
Languages:
Greek
Translated title:
A Solution to the Baer Splitting Problem
Summary:
The purpose of this project is to prove that every Baer module over a
commutative domain is projective. This problem raised by Kaplansky in 1962 and
generalizes a problem that was introduced by Baer in 1936. We will use the
useful notion of Pure submodule and the Mittag-Leffler condition.
Keywords:
Homological Algebra, Module, Pure Submodule, Baer Module, Mittag-Leffler Condition
Index:
No
Number of index pages:
0
Contains images:
No
Number of references:
16
Number of pages:
54
File:
File access is restricted.

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