Links between Hypermaps and the Theory of Groups Read more about Links between Hypermaps and the Theory of Groups A hypermaps is, in its topological form, a cellular embedding of a connected hypergraph on a compact
Ideals with Hypercentral Action on Modules Read more about Ideals with Hypercentral Action on Modules Let R be a ring with identity. By a central ideal of R we mean an ideal of R which can be generated
Injective Hulls of Simple Modules Over Nilpotent Super Lie Algebras Read more about Injective Hulls of Simple Modules Over Nilpotent Super Lie Algebras We consider rings whose injective hulls of simple modules are locally Artinian. After a brief discus
Generation of Proper Classes and Applications Read more about Generation of Proper Classes and Applications Proper classes were introduced by Buchsbaum to axiomatize conditions under which a class of short ex
A Snake Lemma For Semimodules over Semirings Read more about A Snake Lemma For Semimodules over Semirings We introduce a new notion of exact sequences in arbitrary pointed (non-exact) categories. We apply t
Quaternion arithmetic and factorization Read more about Quaternion arithmetic and factorization The ring of Hurwitz integers, being both a left and a right PID, could be thought of as being arithm
From ring epimorphisms to universal localisations Read more about From ring epimorphisms to universal localisations Ore localisation is a classical way to obtain ring epimorphisms with a flatness condition. Universal
Sharp upper bounds on the magnitude of solutions of certain linear systems. Read more about Sharp upper bounds on the magnitude of solutions of certain linear systems. We prove a generalized version of a conjecture of A. Tyszka on the relative magnitude of solutions o
Some results on McCoy and Armendariz rings Read more about Some results on McCoy and Armendariz rings A ring R is called right McCoy if whenever non-zero polynomials f (x) and g(x) in R[x] satisfy f (x)
NEW NOTIONS OF RANK AND INDEPENDENCE FOR FINITE GRAPHS Read more about NEW NOTIONS OF RANK AND INDEPENDENCE FOR FINITE GRAPHS Last year, Izakhian and Rhodes developed a theory of representation of matroids by boolean matrices