Part I: Introduction
1: Triangular norms, looking back-triangle functions, looking ahead
2: Triangular norms: Basic notions and properties
Part II: Theoretical Aspects of Triangular Norms
3: Semigroups and triangular norms
4: Generators of triangular norms
5: A survey on left-continuous t-norms and pseudo t-norms
6: Some aspects of functional equations
7: Triangular norms on discrete settings
8: Triangular norms and related operators in L*-fuzzy set theory
9: Fitting triangular norms to empirical data
Part III: Applications of Triangular Norms and Related Operations
10: Triangular norm-based mathematical fuzzy logics
11: Many-valued equalities and their representations
12: Varieties of algebras in fuzzy set theory
13: Triangular norms and measures of fuzzy sets
14: Copulas and quasi-copulas: An introduction to their properties and applications
15: Transitive comparison of random variables
16: Triangular norms in probabilistic metric spaces and fixed point theory