Preface
1 BCC-Algebras - Introduction
1.1 Basic Definitions and Facts
1.2 Constructions of BCC-Algebras
1.3 Estimating the Number of Subalgebras
2 Special Objects in Weak BCC-Algebras
2.1 Atoms
2.2 Branches
2.3 BCC-
2.4 Congruences
2.5 Group-Like Weak BCC-Algebras
2.6 Solid Weak BCC-Algebras
2.7 Nilpotent Weak BCC-Algebras
3 Subclasses of BCC-Algebras
3.1 Commutative Solid Weak BCC-Algebras
3.2 Quasi-Commutative Solid Weak BCC-Algebras
3.3 Implicative Solid Weak BCC-Algebras
3.4 Weak BCC-Algebras with Condition (S)
3.5 Initial Segments
3.6 Fuzzy BCC-Subalgebras
3.7 Derivations of Weak BCC-Algebras
3.8 Para-Associative Weak BCC-Algebras
3.9 Hyper (Weak) BCC-Algebras
3.10 Group-Like Hyper Weak BCC-Algebras
3.11 Soft BCC-Algebras
4 Ideal Theory of Weak BCC-Algebras
4.1 Closed Ideals
4.2 T-Ideals of T-Type Weak BCC-Algebras
4.3 Anti-Grouped Ideals
4.4 Associative Ideals
4.5 p-Ideals
4.6 k-Nil Radicals of Solid Weak BCC-Algebras
4.7 Fuzzy BCC-Ideals
4.8 Cubic Bipolar BCC-Ideals
4.9 Soft BCC-Ideals
Appendix
Bibliography
Index
Biography
Janus Thomys received his Master of Sciences in Mathematics and his Dr. Mathematical Sciences degree at University Jan Dlugosz, Czestohowa, Poland.






