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- Arxiv:Math/0607564V3 [Math.CO] 26 Nov 2007 Ru Lers M¨Obius Functions
- Symmetric Inverse Semigroups, 1996 45 George M
- On the Combinatorial Inverse Monoid IO3
- Arxiv:1902.02583V3 [Math.OA]
- Adian Inverse Semigroups Muhammad Inam University of Nebraska-Lincoln, [email protected]
- Bisimple Inverse Semigroups
- Equational Theories of Semigroups with Involution ∗ Karl Auinger A, , Igor Dolinka B, Mikhail V
- Demonic Composition and Inverse Semigroups
- Semigroup and Category-Theoretic Approaches to Partial Symmetry
- Groups and Semigroups: Connections and Contrasts
- New Directions in Inverse Semigroup Theory
- Inverse Semigroup Shifts Over Countable Alphabets
- Inverse Semigroup Actions on Groupoids 3
- On Inverse Semigroup C -Algebras and Crossed Products
- Self-Similar Inverse Semigroups from Wieler Solenoids
- Invariant Sets and Normal Subgroupoids of Universal\'Etale
- Graphs Defined on Groups
- Inverse Semigroups and Étale Groupoids
- Inverse Semigroup Actions As Groupoid Actions 3
- Inverse Semigroups Determined by Their Bundles of Correspondences
- On Semigroups with Involution
- Groups, Semilattices and Inverse Semigroups. Ii
- Varieties of Involution Semigroups and Involution Semirings: a Survey
- On Inverse Categories with Split Idempotents
- Three Approaches to Inverse Semigroups
- Abel-Grassmann's Bands 1. Introduction
- Semigroup Congruences: Computational Techniques and Theoretical Applications
- Orthodox Ternary Semigroups 1. Introduction 2. Preliminaries
- Commutativity Theorems for Groups and Semigroups
- Binary Systems - Homeworks
- A Groupoid Approach to Discrete Inverse Semigroup Algebras
- Characters on Inverse Semigroups
- Semigroups and Groups
- THE EHRESMANN-SCHEIN-NAMBOORIPAD THEOREM for INVERSE CATEGORIES 1. Introduction
- Inverse Semigroups and Inverse Categories Alexandra Macedo University of Texas at El Paso, [email protected]
- Right, Left and Double Division on Semigroups That Are Semilattices of Groups
- EXPANSIONS of INVERSE SEMIGROUPS 1. Introduction
- 1. Introduction a Unary Semigroup (S, ·, 0) Is a Semigroup (S, ·) Together with an Additional Unary Operation 0 : S → S
- Cosets in Inverse Semigroups and Inverse Subsemigroups of Finite Index Amal Alali