On κ-real and κ-hermitian matrices

SMALL u κ AND LARGE 2 κ FOR SUPERCOMPACT κ

Garti and Shelah [2] state that one can force uκ to be κ+ for supercompact κ with 2κ arbitrarily large, using the technique of Džamonja and Shelah [1]. Here we spell out how this can be done. §

Secondary κ-Kernel Symmetric Fuzzy Matrices

In this paper, characterizations of secondary κkernel symmetric fuzzy matrices are obtained. Relation between sκkernel symmetric, skernel symmetric, κkernel symmetric and kernel symmetric matrices are discussed. Necessary and sufficient conditions are determined for a matrix to be sκkernel symmetric.

Compactification of κ-Frames

The Duality between Κ-poincaré Algebra and Κ-poincaré Group

The full duality between the κ-Poincaré algebra and κ-Poincaré group is proved.

THE CONSISTENCY OF b = κ AND s = κ +

Using finite support iteration of c.c.c. partial orders we provide a model of b = κ < s = κ for κ an arbitrary regular, uncountable cardinal.