Algebras of Multiplace Functions
Autor Wieslaw A. Dudek, Valentin S. Trokhimenkoen Limba Engleză Hardback – 16 aug 2012
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Specificații
ISBN-10: 3110269287
Pagini: 399
Dimensiuni: 170 x 240 x 28 mm
Greutate: 0.84 kg
Editura: De Gruyter
Colecția De Gruyter
Locul publicării:Berlin/Boston
Notă biografică
Cuprins
Designations
Introduction
1 Main concepts 1.1 Elements of the theory of relations 1.2 Functions and operations 1.3 Algebraic systems 1.4 Closure operations 1.5 Notes on Chapter 1
2 Menger algebras of functions 2.1 Definitions and fundamental notions 2.2 Menger semigroups 2.3 v-regular Menger algebras 2.4 i-solvable Menger algebras 2.5 Group-like Menger algebras 2.6 Antisymmetric Menger algebras 2.7 Representations of Menger algebras 2.8 Notes on Chapter 2
3 Ordered Menger algebras 3.1 Menger algebras of relations 3.2 F.o. and p.q-o. Menger algebras 3.3 Algebras of reversive functions 3.4 (f)-, (g)-, (f,g)-Menger algebras 3.5 Subtraction Menger algebras 3.6 Restrictive Menger algebras 3.7 Functional Menger systems 3.8 Notes on Chapter 3
4 Relations between functions 4.1 Stabilizers of Menger algebras 4.2 Stabilizers of functional Menger systems 4.3 Stationary subsets 4.4 Semi-compatibility relation 4.5 Co-definability relation 4.6 Connectivity relation 4.7 Projection equivalence relation 4.8 Semiadjacency relation 4.9 Notes on Chapter 4
5 (2, n)-semigroups of functions 5.1 (2, n)-semigroups and their representations 5.2 Menger (2, n)-semigroups 5.3 Projection relations on (2, n)-semigroups 5.4 Notes on Chapter 5
6 Systems of multiplace functions 6.1 Menger systems 6.2 Menger T-systems 6.3 Positional algebras 6.4 Mal'cev-Post iterative algebras 6.5 Semigroups of functions 6.6 Central semigroups of operations 6.7 Algebras of vector-valued functions 6.8 Notes on Chapter 6
7 Open problems 7.1 Closure operations 7.2 Menger algebras of functions 7.3 Menger algebras of relations 7.4 (2, n)-semigroups 7.5 Positional algebras
Bibliography
Index