Operad Theory

An operad is a gadget used to describe algebraic structures in symmetric monoidal categories. It is a bunch of abstract operations of arbitrarily many arguments, equipped with a notion of how to compose these, subject to evident associativity and unitality conditions. Operads are particularly important and useful in categories with a good notion of homotopy, where they play a key role in organizing hierarchies of higher homotopies. Journal of Generalized Lie Theory and Applications is one of the leading Indexed Operad theory Journals was established to distribute the most energizing investigates regarding the subjects of algebra and related research in the form of indexing and other current developments of algebras and coalgebras such as Lie algebras or Poisson algebras. Besides, to give a fast turn-around time workable for surveying and distributed and to scatter the articles openly for examination, showing and reference purposes. Journal of Generalized Lie Theory and Applications made with a purpose of appropriated incredible papers in the field of Quantum groups and related research work engaging approaching specialists delve into the field who are interested by moving their examination in the field of Geometry. The Journal shows in significance of the articles on speculation and exploratory investigation related to all fields of Geometry and related fields like Lie algebras or Poisson algebras. OMICS Internationalis one of the heading open access companion evaluated distributes. OMICS is instantly revolving around 500 companions looked into Open Access Journals and 80 gatherings for consistently under its standard. OMICS amass not just farthest point its arms to the diary articles additionally being executed to propositions, monographs and book sections. Advancement of Open Access is exceptionally critical to empower development, and stream of learning far and wide.