Kvaasikorrutamise ja konvolutsiooni algebralistest omadustest
Loading...
Date
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
Tartu Ülikool
Abstract
Käesolev lõputöö kuulub abstraktse algebra valdkonda ning selle peamiseks eesmärgiks on uurida kahe tehte – kvaasikorrutamise ja
konvolutsiooni – algebralisi omadusi. Töös vaadatakse, millised algebralised struktuurid nende tehete kasutamisel tekivad.
This thesis falls within the field of abstract algebra, and its primary objective is to investigate the algebraic properties of two operations: quasi-multiplication and convolution. The study examines which structures are formed using these operations.
This thesis falls within the field of abstract algebra, and its primary objective is to investigate the algebraic properties of two operations: quasi-multiplication and convolution. The study examines which structures are formed using these operations.
Description
Keywords
kvaasikorrutamine, konvolutsioon, ring, moodul, algebra, monoid, quasi-multiplication, convolution, ring, module, algebra, monoid