| Kasymov Nadimulla Khabibullaevich
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| Doctor of physico-mathematical sciences (1993)
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Speciality:
01.01.06 (Mathematical logic, algebra, and number theory)
E-mail:
Keywords: negativity, positivity, separability, enumerations of algebras with finiteness conditions, effectively generated topological spaces, logical specifications of abstract data structures
UDC: 510.6, 510.67, 512, 512.57, 519.68
Subject: Effectively separable structures and abstract data types
Main publications: - 1. Algebras with finitely approximable positively representable enrichments, Kasymov N.Kh., Algebra and Logic, 26, No. 6, 441–450 (1987);
2. Positive algebras with congruences of finite index, Kasymov N.Kh., Algebra and Logic, 30:3, 190–199 (1991);
3. Positive algebras with countable lattices of congruences, Kasymov N.Kh., Algebra and Logic, 31:1, 12–23 (1992);
4. Positive algebras with noetherian congruence lattices, Kasymov N.Kh., Sib.Math.J., 33:2, 338–341 (1992);
5. The number congruences of algebras over simple sets, Kasymov N.Kh., Math.Notes, 52:2, 861-862 (1992);
6. Homomorphisms onto negative algebras, Kasymov N.Kh., Algebra and Logic, 31:2, 81–89 (1992);
7. The number of Q-congruences in positive algebras, Kasymov N.Kh., Algebra and Logic, 31:3, 182–187 (1992);
8. Positive equivalences with finite classes and algebras over them, Kasymov N.Kh., B.M.Khoussainov, Sib.Math.J., 33:5, 923–927 (1992);
9. Nonconstructive negative algebras with finiteness conditions, Kasymov N.Kh., Sib.Math.J., 33:6, 1126–1128 (1992);
10. Separation axioms and partitions of the set of natural numbers, Kasymov N.Kh., Sib.Math.J., 34:3, 468–471 (1993);
11. Enumerated algebras with uniformly recursive-separable classes, Kasymov N.Kh., Sib.Math.J., 34:5, 869–882 (1993);
12. Algebras over negative equivalences, Kasymov N.Kh., Algebra and Logic, 33:1, 46–48 (1994);
13. Recursively separable enumerated algebras, Kasymov N.Kh., Russ.Math.Surv., 51:3, 509-538 (1996) ;
14. Homomorphisms onto effectively separable algebras, Kasymov N.Kh., Sib.Math.J., 57:1, 36–50 (2016);
15. Definability of Linear Orders over Negative Equivalences, N.Kh.Kasymov, A.S.Morozov, Algebra and Logic, 55:1, 24-37 (2016)
Publications in Math-Net.Ru
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