On the structure of universal non-IBN rings Vn,m.

1981
Kirezci, Murat
Show full item record
124
views
0
downloads
Associative algebras.
https://hdl.handle.net/11511/11560
Graduate School of Natural and Applied Sciences, Thesis

Suggestions

A geometric approach to absolute irreducibility of polynomials
Koyuncu, Fatih; Özbudak, Ferruh; Department of Mathematics (2004)
This thesis is a contribution to determine the absolute irreducibility of polynomials via their Newton polytopes. For any field F; a polynomial f in F[x1, x2,..., xk] can be associated with a polytope, called its Newton polytope. If the polynomial f has integrally indecomposable Newton polytope, in the sense of Minkowski sum, then it is absolutely irreducible over F; i.e. irreducible over every algebraic extension of F. We present some new results giving integrally indecomposable classes of polytopes. Conse...
On the deformation chirality of real cubic fourfolds
Finashin, Sergey (Wiley, 2009-09-01)
According to our previous results, the conjugacy class of the involution induced by the complex conjugation in the homology of a real non-singular cubic fourfold determines the fourfold tip to projective equivalence and deformation. Here, we show how to eliminate the projective equivalence and obtain a pure deformation classification, that is, how to respond to the chirality problem: which cubics are not deformation equivalent to their image under a mirror reflection. We provide an arithmetical criterion of...
Divisibility properties on boolean functions using the numerical normal form
Göloğlu, Faruk; Yücel, Melek D; Department of Cryptography (2004)
A Boolean function can be represented in several different forms. These different representation have advantages and disadvantages of their own. The Algebraic Normal Form, truth table, and Walsh spectrum representations are widely studied in literature. In 1999, Claude Carlet and Phillippe Guillot introduced the Numerical Normal Form. NumericalNormal Form(NNF) of a Boolean function is similar to Algebraic Normal Form, with integer coefficients instead of coefficients from the two element field. Using NNF re...
On the generating graphs of symmetric groups
Erdem, Fuat (Walter de Gruyter GmbH, 2018-07-01)
Let S-n and A(n) be the symmetric and alternating groups of degree n, respectively. Breuer, Guralnick, Lucchini, Maroti and Nagy proved that the generating graphs Gamma(S-n) and Gamma(A(n)) are Hamiltonian for sufficiently large n. However, their proof provided no information as to how large n needs to be. We prove that the graphs Gamma(S-n) and Gamma(A(n)) are Hamiltonian provided that n (3) 107.
On the arithmetic of genus two fibrations
Kaba, Mustafa D.; Oensiper, Hursit (Institute of Mathematics, Polish Academy of Sciences, 2007-01-01)
Citation Formats
M. Kirezci, “On the structure of universal non-IBN rings Vn,m.,” Ph.D. - Doctoral Program, Middle East Technical University, 1981.
METU IIS - Integrated Information Service open@metu.edu.tr