Magma (algebra)
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- MODULAR ABELIAN VARIETIES by William Stein
- Quantum Quasigroups and the Quantum Yang–Baxter Equation
- Magma-Joined-Magmas: a Class of New Algebraic Structures
- Arxiv:1710.04634V4 [Math.CT] 3 Aug 2018 Ood,Smgop,Gop T.–Mydsremr Systema More Deserve Parti May Or Received
- Arxiv:1905.05763V1 [Math.RA] 14 May 2019 Ocle -Eiipepr Fec C-Ler C.[]Or Group [3] (Cf
- Introduction to Abstract Algebra
- Volcanoes!: Lesson 1
- THE TOPOLOGY of MAGMAS Introduction a Magma Is an Algebraic Structure (S, F) Consisting of an Underlying Set S and a Single Bina
- JDH Smith ONE-SIDED QUANTUM QUASIGROUPS
- On Cayley Graphs of Basic Algebraic Structures
- A Concept Design for the Numeric Algorithms © ISO/IEC P1813R0
- Overview of Magma V2.8 Features
- Graphs Defined on Groups
- Permutations, Power Operations, and the Center of the Category of Racks
- Arxiv:1902.05406V1 [Math.RA] 14 Feb 2019 O-Eonliel ..Ch Al Ring a Calls Cohn P.M
- Volume 7 Algebras John Cannon Wieb Bosma Claus Fieker Allan Steel
- The Mathscheme Library: Some Preliminary Experiments
- Automated Theorem Proving in Quasigroup and Loop Theory ∗ J