<p>In this thesis local methods are made available as a tool to study the<br />unary parts of clones (or, equivalently, the weak Krasner algebras). Using the<br />language of model theory and Galois connections we develop a link between<br />homomorphism-homogeneous relational structures and local methods, via the<br />notion of endolocality. The theoretical results that are obtained are used to develop<br />a systematic theory for the classification of homomorphism-homogeneous<br />relational structures.</p> / <p>U ovoj tezi su razvijene lokalne metode koje se mogu koristiti za izu-<br />ˇcavanje unarnih delova klonova (ili, ekvivalentno, slabih Krasnerovih algebri).<br />Koriˇs´cenjem jezika teorije modela i Galoovih veza uspostavljen je odnos izmedu<br />homomorfizam-homogenih relacionih struktura i lokalnih metoda, preko pojma<br />endolokalnosti. Dobijeni teoretski rezultati su upotrebljeni za razvoj sistematske<br />teorije za klasifikaciju homomorfizam-homogenih struktura.</p>
Identifer | oai:union.ndltd.org:uns.ac.rs/oai:CRISUNS:(BISIS)73374 |
Date | 22 May 2009 |
Creators | Pech Maja |
Contributors | Mašulović Dragan, Dolinka Igor, Tošić Ratko, Rajnahrd Pešel, Bošnjak Ivica |
Publisher | Univerzitet u Novom Sadu, Prirodno-matematički fakultet u Novom Sadu, University of Novi Sad, Faculty of Sciences at Novi Sad |
Source Sets | University of Novi Sad |
Language | English |
Detected Language | English |
Type | PhD thesis |
Format | application/pdf |
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