Foundations of the Theory of Groupoids and Groups
- Publisher: VEB Deutscher Verlag der Wissenschaften(Berlin), 1974
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topBook Parts
top- [Title pages]Access to Book Part Full (PDF)
- Preface to the English editionAccess to Book Part Full (PDF)
- 11. Multiplication in setsAccess to Book Part Full (PDF)
- Author's remarkAccess to Book Part Full (PDF)
- 19. Basic concepts relative to groupsAccess to Book Part Full (PDF)
- PrefaceAccess to Book Part Full (PDF)
- BibliographyAccess to Book Part Full (PDF)
- IndexAccess to Book Part Full (PDF)
- ContentsAccess to Book Part Full (PDF)
- 1. Basic conceptsAccess to Book Part Full (PDF)
- 2. Decompositions (partitions) in setsAccess to Book Part Full (PDF)
- 3. Decompositions on setsAccess to Book Part Full (PDF)
- 4. Special decompositionsAccess to Book Part Full (PDF)
- 5. Complementary (commuting) decompositionsAccess to Book Part Full (PDF)
- 6. Mappings of setsAccess to Book Part Full (PDF)
- 7. Mappings of decompositionsAccess to Book Part Full (PDF)
- 8. PermutationsAccess to Book Part Full (PDF)
- 9. General (multiple-valued) mappingsAccess to Book Part Full (PDF)
- 10. Series of decompositions of setsAccess to Book Part Full (PDF)
- 12. Basic notions relative to groupoidsAccess to Book Part Full (PDF)
- 13. Homomorphic mappings (deformations) of groupoidsAccess to Book Part Full (PDF)
- 14. Generating decompositionsAccess to Book Part Full (PDF)
- 15. FactoroidsAccess to Book Part Full (PDF)
- 16. Deformations of factoroidsAccess to Book Part Full (PDF)
- 17. Series of factoroidsAccess to Book Part Full (PDF)
- 18. Remarkable kinds of groupoidsAccess to Book Part Full (PDF)
- 20. Cosets of subgroupsAccess to Book Part Full (PDF)
- 21. Decompositions generated by subgroupsAccess to Book Part Full (PDF)
- 22. Consequences of the properties of decompositions generated by subgroupsAccess to Book Part Full (PDF)
- 23. Special decompositions of groups, generated by subgroupsAccess to Book Part Full (PDF)
- 24. Invariant (normal) subgroupsAccess to Book Part Full (PDF)
- 25. Factor groupsAccess to Book Part Full (PDF)
- 26. Deformations and the isomorphism theorems for groupsAccess to Book Part Full (PDF)
- 27. Cyclic groupsAccess to Book Part Full (PDF)
How to cite
topBorůvka, Otakar. Foundations of the Theory of Groupoids and Groups. Berlin: VEB Deutscher Verlag der Wissenschaften, 1974. <http://eudml.org/doc/202326>.
@book{Borůvka1974,
author = {Borůvka, Otakar},
language = {eng},
location = {Berlin},
publisher = {VEB Deutscher Verlag der Wissenschaften},
title = {Foundations of the Theory of Groupoids and Groups},
url = {http://eudml.org/doc/202326},
year = {1974},
}
TY - BOOK
AU - Borůvka, Otakar
TI - Foundations of the Theory of Groupoids and Groups
PY - 1974
CY - Berlin
PB - VEB Deutscher Verlag der Wissenschaften
LA - eng
UR - http://eudml.org/doc/202326
ER -
Citations in EuDML Documents
top- Jitka Ševečková, Compact elements of the lattice of congruences in an algebra
- František Šik, Joins of congruences in -groups
- František Šik, Complements of congruences in an -group
- Jitka Ševečková, The five-group theorem
- František Šik, Schreier-Zassenhaus theorem for algebras. I
- Tran Duc Mai, Partitions and congruences in algebras. II. Modular and distributive equalities, complements
- František Šik, Schreier-Zassenhaus theorem for algebras. II
- Tran Duc Mai, Partitions and congruences in algebras. III. Commutativity of congruences
- Jan Chvalina, Isomorphic algebraic pre-closures and equivalent set-systems
- Jitka Ševečková, František Šik, Complete permutability of partitions in a set. I
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