On the non-linear congruential pseudorandom number generators.

Demirel, Funda


On the WZ intermediate vector bosons.
Zeyrek, Mehmet T; Department of Physics (1985)
On the generating graphs of the symmetric and alternating groups
Erdem, Fuat; Ercan, Gülin; Maróti, Attila; Department of Mathematics (2018)
Dixon showed that the probability that a random pair of elements in the symmetric group $S_n$ generates $S_n$ or the alternating group $A_n$ tends to $1$ as $n to infty$. (A generalization of this result was given by Babai and Hayes.) The generating graph $Gamma(G)$ of a finite group $G$ is defined to be the simple graph on the set of non-identity elements of $G$ with the property that two elements are connected by and edge if and only if they generate $G$. The purpose of this thesis is to study the graphs ...
On the group of automorphisms of an algebraic function field over an algebraically closed constant field.
Dabbagh, Muhammad; Department of Mathematics (1970)
On weaker forms of the chain (F) condition and metacompactness-like covering properties in the product spaces
Önal, Süleyman (2013-09-01)
We introduce the concept of a family of sets generating another family. Then we prove that if X is a topological space and X has W = {W(x): x a X} which is finitely generated by a countable family satisfying (F) which consists of families each Noetherian of omega-rank, then X is metaLindelof as well as a countable product of them. We also prove that if W satisfies omega-rank (F) and, for every x a X, W(x) is of the form W (0)(x) a(a) W (1)(x), where W (0)(x) is Noetherian and W (1)(x) consists of neighbourh...
On the Maximal Matching Polytope
Tural, Mustafa Kemal (null; 2016-05-21)
Citation Formats
F. Demirel, “On the non-linear congruential pseudorandom number generators.,” Middle East Technical University, 1992.