Kandasamy and Smarandache  introduced the philosophical algebraic structures
, in particular, Neutrosophic algebraic structures
with illustrations and examples in 2006 and initiated the new way for the emergence of a new class of structures, namely, Neutrosophic groupoids, Neutrosophic groups, Neutrosophic rings etc.
Connections should be made between different contexts where the same algebraic structures
They stress the importance of learning activities that assist students to recognise and use numerical structures that can be easily translated for understanding of algebraic structures
at a later time.
In his paper he also discussed certain algebraic structures
The notion of neutrosophic algebraic structures
was introduced by Kandasamy and Smarandache in 2006, see [12, 13].
3] Florentin Smarandache, Special algebraic structures
, University of Maxico, Craiova, 1973.
They write for mathematicians, physicists, and computer scientists interested in theoretical relationships between graph theory, algebraic structures
, and physics.
The notion of a combinatorial Hopf algebra is a heuristic one, referring to rich algebraic structures
arising naturally on the linear spans of various families of combinatorial objects.
Since the structure is non-assosiative, but it has close relations with other algebraic structures
like semigroup and commutative structures.
The classification of such algebraic structures
was performed in .
This note contributes to the search for what are often large algebraic structures
(infinite dimensional spaces, infinitely generated algebras, among others) of functions on R or C having certain pathological properties.
Cohen); Birational aspects of the geometry of Mg(Gavril Farkas); The universal Whitham hierarchy and the geometry of the moduli space of pointed Riemann surfaces (Samuel Grushevsky and Igor Krichever); Brill-Noether theory (Joe Harris); GL+2(R)-orbit closures via topological splittings (Pascal Hubert, Erwan Lanneau, and Martin Moller); Harmonic mappings and moduli spaces of Riemann surfaces (Jurgen Jost and Shing Tung Yau); Algebraic structures
on the topology of moduli spaces of curves and maps (Y.