A class of hyperrings and hyperfields.
An ideal-based zero-divisor graph of direct products of commutative rings
In this paper, specifically, we look at the preservation of the diameter and girth of the zero-divisor graph with respect to an ideal of a commutative ring when extending to a finite direct product of commutative rings.
Construction, properties and applications of finite neofields
We give a short account of the construction and properties of left neofields. Most useful in practice seem to be neofields based on the cyclic group and particularly those having an additional divisibility property, called D-neofields. We shall give examples of applications to the construction of orthogonal latin squares, to the design of tournaments balanced for residual effects and to cryptography.
Iperanelli ed ipercorpi
Methods of constructing hyperfields.
On convex topological halfalgebras
On generalized gamma near-fields.
Places of alternative fields
Recent results in hyperring and hyperfield theory.
Some remarks on partitioning semirings.
Theory of hyperrings and hyperfields.
Продолжение частичных порядков в неокольцах и неотелах