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A Theoretical and Computational Investigation of AG-groups
EN PB NWISBN: 9783659840401 bzw. 3659840408, in Englisch, SPS, Taschenbuch, neu.
Achievements of the study: This is the first survey of AG-groupoids. Enumeration and classi_cation of AG-groupoids up to order 6. Enumeration of AG-monoids up to order 8. Computational enumeration of AG-groups up to order 12. Algebraic enumeration of AG-groups of every order n. Enumeration of Jordan loops up to order 9. Proving that C-loops of certain order do not exist. Discovery of at least 24 new classes of AG-groupoids. Discovery of a new class of groupoid which we call Bol* groupoid. Discovery of a new class of semigroup which we call AG-groupoid semigroup. of a new class of quasigroup which we ca1Discovery ll Bol* quasigroup and which is a generalization of AG-group. Burmistrovich's theorem for AG-groupoids. Construction of AG-groups, AG-monoids and Jordan loops to obtain them manually. We de_ned Smarandache AG-group. We studied AG-group as a generalization of abelian group. We studied AG-group as a generalization of loop and as quasigroup. We studied AG-group as a subclass of right Bol quasigroup. We studied Multiplication group and inner mapping group of AG-group. We did a sort of application of AG-groups in geometry. A GAP Package, AGGROUPOID CONSTRUCTED.
2
Symbolbild
A Theoretical and Computational Investigation of AG-groups (2016)
DE PB NW RPISBN: 9783659840401 bzw. 3659840408, in Deutsch, SPS Jul 2016, Taschenbuch, neu, Nachdruck.
Lieferung aus: Deutschland, Versandkostenfrei.
Von Händler/Antiquariat, AHA-BUCH GmbH [51283250], Einbeck, Germany.
This item is printed on demand - Print on Demand Neuware - Achievements of the study: This is the first survey of AG-groupoids. Enumeration and classi_cation of AG-groupoids up to order 6. Enumeration of AG-monoids up to order 8. Computational enumeration of AG-groups up to order 12. Algebraic enumeration of AG-groups of every order n. Enumeration of Jordan loops up to order 9. Proving that C-loops of certain order do not exist. Discovery of at least 24 new classes of AG-groupoids. Discovery of a new class of groupoid which we call Bol\* groupoid. Discovery of a new class of semigroup which we call AG-groupoid semigroup. of a new class of quasigroup which we ca1Discovery ll Bol\* quasigroup and which is a generalization of AG-group. Burmistrovich's theorem for AG-groupoids. Construction of AG-groups, AG-monoids and Jordan loops to obtain them manually. We de_ned Smarandache AG-group. We studied AG-group as a generalization of abelian group. We studied AG-group as a generalization of loop and as quasigroup. We studied AG-group as a subclass of right Bol quasigroup. We studied Multiplication group and inner mapping group of AG-group. We did a sort of application of AG-groups in geometry. A GAP Package, AGGROUPOID CONSTRUCTED. 204 pp. Englisch.
Von Händler/Antiquariat, AHA-BUCH GmbH [51283250], Einbeck, Germany.
This item is printed on demand - Print on Demand Neuware - Achievements of the study: This is the first survey of AG-groupoids. Enumeration and classi_cation of AG-groupoids up to order 6. Enumeration of AG-monoids up to order 8. Computational enumeration of AG-groups up to order 12. Algebraic enumeration of AG-groups of every order n. Enumeration of Jordan loops up to order 9. Proving that C-loops of certain order do not exist. Discovery of at least 24 new classes of AG-groupoids. Discovery of a new class of groupoid which we call Bol\* groupoid. Discovery of a new class of semigroup which we call AG-groupoid semigroup. of a new class of quasigroup which we ca1Discovery ll Bol\* quasigroup and which is a generalization of AG-group. Burmistrovich's theorem for AG-groupoids. Construction of AG-groups, AG-monoids and Jordan loops to obtain them manually. We de_ned Smarandache AG-group. We studied AG-group as a generalization of abelian group. We studied AG-group as a generalization of loop and as quasigroup. We studied AG-group as a subclass of right Bol quasigroup. We studied Multiplication group and inner mapping group of AG-group. We did a sort of application of AG-groups in geometry. A GAP Package, AGGROUPOID CONSTRUCTED. 204 pp. Englisch.
3
A Theoretical and Computational Investigation of AG-groups (2016)
EN PB NWISBN: 9783659840401 bzw. 3659840408, in Englisch, 204 Seiten, Scholars' Press, Taschenbuch, neu.
Lieferung aus: Vereinigte Staaten von Amerika, Usually ships in 1-2 business days.
Von Händler/Antiquariat, marvelio.
Achievements of the study: This is the first survey of AG-groupoids. Enumeration and classi_cation of AG-groupoids up to order 6. Enumeration of AG-monoids up to order 8. Computational enumeration of AG-groups up to order 12. Algebraic enumeration of AG-groups of every order n. Enumeration of Jordan loops up to order 9. Proving that C-loops of certain order do not exist. Discovery of at least 24 new classes of AG-groupoids. Discovery of a new class of groupoid which we call Bol* groupoid. Discovery of a new class of semigroup which we call AG-groupoid semigroup. of a new class of quasigroup which we ca1Discovery ll Bol* quasigroup and which is a generalization of AG-group. Burmistrovich's theorem for AG-groupoids. Construction of AG-groups, AG-monoids and Jordan loops to obtain them manually. We de_ned Smarandache AG-group. We studied AG-group as a generalization of abelian group. We studied AG-group as a generalization of loop and as quasigroup. We studied AG-group as a subclass of right Bol quasigroup. We studied Multiplication group and inner mapping group of AG-group. We did a sort of application of AG-groups in geometry. A GAP Package, AGGROUPOID CONSTRUCTED. Paperback, Lebo: Scholars' Press, Scholars' Press, Kikundi cha bidhaa: Book, Kuchapishwa: 2016-07-06, Tarehe ya kutolewa: 2016-07-06, Studio: Scholars' Press.
Von Händler/Antiquariat, marvelio.
Achievements of the study: This is the first survey of AG-groupoids. Enumeration and classi_cation of AG-groupoids up to order 6. Enumeration of AG-monoids up to order 8. Computational enumeration of AG-groups up to order 12. Algebraic enumeration of AG-groups of every order n. Enumeration of Jordan loops up to order 9. Proving that C-loops of certain order do not exist. Discovery of at least 24 new classes of AG-groupoids. Discovery of a new class of groupoid which we call Bol* groupoid. Discovery of a new class of semigroup which we call AG-groupoid semigroup. of a new class of quasigroup which we ca1Discovery ll Bol* quasigroup and which is a generalization of AG-group. Burmistrovich's theorem for AG-groupoids. Construction of AG-groups, AG-monoids and Jordan loops to obtain them manually. We de_ned Smarandache AG-group. We studied AG-group as a generalization of abelian group. We studied AG-group as a generalization of loop and as quasigroup. We studied AG-group as a subclass of right Bol quasigroup. We studied Multiplication group and inner mapping group of AG-group. We did a sort of application of AG-groups in geometry. A GAP Package, AGGROUPOID CONSTRUCTED. Paperback, Lebo: Scholars' Press, Scholars' Press, Kikundi cha bidhaa: Book, Kuchapishwa: 2016-07-06, Tarehe ya kutolewa: 2016-07-06, Studio: Scholars' Press.
4
Symbolbild
A Theoretical and Computational Investigation of AG-groups
DE PB NWISBN: 9783659840401 bzw. 3659840408, in Deutsch, SPS, Taschenbuch, neu.
Lieferung aus: Deutschland, Versandkosten nach: Deutschland, Versandkostenfrei.
Von Händler/Antiquariat, AHA-BUCH GmbH, [4009276].
Neuware - Achievements of the study: This is the first survey of AG-groupoids. Enumeration and classi_cation of AG-groupoids up to order 6. Enumeration of AG-monoids up to order 8. Computational enumeration of AG-groups up to order 12. Algebraic enumeration of AG-groups of every order n. Enumeration of Jordan loops up to order 9. Proving that C-loops of certain order do not exist. Discovery of at least 24 new classes of AG-groupoids. Discovery of a new class of groupoid which we call Bol groupoid. Discovery of a new class of semigroup which we call AG-groupoid semigroup. of a new class of quasigroup which we ca1Discovery ll Bol quasigroup and which is a generalization of AG-group. Burmistrovich's theorem for AG-groupoids. Construction of AG-groups, AG-monoids and Jordan loops to obtain them manually. We de_ned Smarandache AG-group. We studied AG-group as a generalization of abelian group. We studied AG-group as a generalization of loop and as quasigroup. We studied AG-group as a subclass of right Bol quasigroup. We studied Multiplication group and inner mapping group of AG-group. We did a sort of application of AG-groups in geometry. A GAP Package, AGGROUPOID CONSTRUCTED. - - Besorgungstitel - vorauss. Lieferzeit 3-5 Tage. Taschenbuch, Neuware, 220x150x12 mm, 320g.
Von Händler/Antiquariat, AHA-BUCH GmbH, [4009276].
Neuware - Achievements of the study: This is the first survey of AG-groupoids. Enumeration and classi_cation of AG-groupoids up to order 6. Enumeration of AG-monoids up to order 8. Computational enumeration of AG-groups up to order 12. Algebraic enumeration of AG-groups of every order n. Enumeration of Jordan loops up to order 9. Proving that C-loops of certain order do not exist. Discovery of at least 24 new classes of AG-groupoids. Discovery of a new class of groupoid which we call Bol groupoid. Discovery of a new class of semigroup which we call AG-groupoid semigroup. of a new class of quasigroup which we ca1Discovery ll Bol quasigroup and which is a generalization of AG-group. Burmistrovich's theorem for AG-groupoids. Construction of AG-groups, AG-monoids and Jordan loops to obtain them manually. We de_ned Smarandache AG-group. We studied AG-group as a generalization of abelian group. We studied AG-group as a generalization of loop and as quasigroup. We studied AG-group as a subclass of right Bol quasigroup. We studied Multiplication group and inner mapping group of AG-group. We did a sort of application of AG-groups in geometry. A GAP Package, AGGROUPOID CONSTRUCTED. - - Besorgungstitel - vorauss. Lieferzeit 3-5 Tage. Taschenbuch, Neuware, 220x150x12 mm, 320g.
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