Higman-Neumann-Neumann extension and embedding theorems for Leibniz algebras

  1. Chia Zargeh
unter der Leitung von:
  1. Manuel Ladra González Doktorvater
  2. Mohammad Shahryari Doktorvater/Doktormutter

Universität der Verteidigung: Universidade de Santiago de Compostela

Jahr der Verteidigung: 2018

Gericht:
  1. José Manuel Casas Mirás Präsident/in
  2. Eduardo García Río Sekretär
  3. Luisa María Camacho Santana Vocal
Fachbereiche:
  1. Departamento de Matemáticas

Art: Dissertation

Teseo: 563574 DIALNET lock_openMINERVA editor

Zusammenfassung

The aim of the thesis is to study the algebraic structure of Leibniz algebras, namely: (1) Study the derivations and automorphisms of Leibniz algebras. (2) Study the concept of isoclinismo in Leibniz algebras. (3) Study the concept of HNN extension in Leibniz algebras. (4) Obtain an analogue Shirshov theorem for Leibniz algebras.The aim of the thesis is to study the algebraic structure of Leibniz algebras, namely: (1) Study the derivations and automorphisms of Leibniz algebras. (2) Study the concept of isoclinismo in Leibniz algebras. (3) Study the concept of HNN extension in Leibniz algebras. (4) Obtain an analogue Shirshov theorem for Leibniz algebras.