C*-algebras and numerical analysis. - Marcel Dekker, 2001. - (Pure and Applied Mathematics - Dekker; 236).
Coding theory and cryptography, the essentials. Second edition revised and expanded. - Marcel Dekker, 2000. - (Pure and Applied Mathematics - Dekker; 234).
Algebraic geometry for associative algebras. - Marcel Dekker, 2000. - (Pure and Applied Mathematics - Dekker; 232).
Domination in graphs, advanced topics. - Marcel Dekker, 1998. - (Pure and Applied Mathematics - Dekker; 209).
Fundamentals of domination in graphs. - Marcel Dekker, 1998. - (Pure and Applied Mathematics - Dekker; 208).
Integer flows and cycle covers of graphs. - Marcel Dekker, 1997. - (Pure and Applied Mathematics - Dekker; 205).
Matrices over commutative rings. - Marcel Dekker, 1993. - (Pure and Applied Mathematics - Dekker; 169).
Introductory theory of topological vector spaces. - Marcel Dekker, 1992. - (Pure and Applied Mathematics - Dekker; 167).
Classical sequences in Banach spaces. - Marcel Dekker, 1992. - (Pure and Applied Mathematics - Dekker; 166).
An introduction to functional analysis. - Marcel Dekker, 1992. - (Pure and Applied Mathematics - Dekker; 157).
Functional analysis, a primer. - Marcel Dekker, 1992. - (Pure and Applied Mathematics - Dekker; 153).
Coding theory. The essentials. - Marcel Dekker, 1991. - (Pure and Applied Mathematics - Dekker; 150).
Arithmetic of finite fields. - Marcel Dekker, 1991. - (Pure and Applied Mathematics - Dekker; 148).
Parabolic equations on an infinite strip. - Marcel Dekker, 1988. - (Pure and Applied Mathematics - Dekker; 127).
Brauer groups and the cohomology of graded rings. - Marcel Dekker, 1988. - (Pure and Applied Mathematics - Dekker; 121).
Enumerative combinatorics of Young tableaux. - Marcel Dekker, 1988. - (Pure and Applied Mathematics - Dekker; 115).
Zariski surfaces and differential equations in characteristic p > 0. - Marcel Dekker, 1987. - (Pure and Applied Mathematics - Dekker; 106).
Relative invariants of sheaves. - Marcel Dekker, 1987. - (Pure and Applied Mathematics - Dekker; 104).
Multivariable calculus. - Marcel Dekker, 1982. - (Pure and Applied Mathematics - Dekker; 64).
Introduction to functional analysis : Banach spaces and differential calculus. - Marcel Dekker, 1981. - (Pure and Applied Mathematics - Dekker; 60).
Lebesgue integration. - Marcel Dekker, 1980. - (Pure and Applied Mathematics - Dekker; 58).
Elements of applicable functional analysis. - Marcel Dekker, 1980. - (Pure and Applied Mathematics - Dekker; 55).
Differential equations, introduction and qualitative theory. - Marcel Dekker, 1980. - (Pure and Applied Mathematics - Dekker; 54).
Calculus in vector spaces. - Marcel Dekker, 1979. - (Pure and Applied Mathematics - Dekker; 52).
Non-Archimedean functional analysis. - Marcel Dekker, 1978. - (Pure and Applied Mathematics - Dekker; 51).
Topics in group rings. - Marcel Dekker, 1978. - (Pure and Applied Mathematics - Dekker; 50).
Hyperspaces of sets - A text with research questions. - Marcel Dekker, 1978. - (Pure and Applied Mathematics - Dekker; 49).
Introduction to modern algebra. - Marcel Dekker, 1978. - (Pure and Applied Mathematics - Dekker; 47).
Introduction to functions of complex variable. - Marcel Dekker, 1978. - (Pure and Applied Mathematics - Dekker; 44).
Algebraic number theory. - Marcel Dekker, 1977. - (Pure and Applied Mathematics - Dekker; 41).
Field theory. - Marcel Dekker, 1977. - (Pure and Applied Mathematics - Dekker; 40).
Aspects of topology. - Marcel Dekker, 1977. - (Pure and Applied Mathematics - Dekker; 39).
Geometric algebra over local rings. - Marcel Dekker, 1976. - (Pure and Applied Mathematics - Dekker; 36).
Linear algebra, with geometric applications. - Marcel Dekker, 1976. - (Pure and Applied Mathematics - Dekker; 34).
Ring theory. Non singular rings and modules. - Marcel Dekker, 1976. - (Pure and Applied Mathematics - Dekker; 33).
Mathematical analysis. - Marcel Dekker, 1975. - (Pure and Applied Mathematics - Dekker; 31).
Algebraic numbers and diophantine approximation. - Marcel Dekker, 1974. - (Pure and Applied Mathematics - Dekker; 26).
Value-distribution theory, Proceedings of the Tulane University program on value distribution theory in complex analysis and related topics in differential geometry. Part B : Deficit and bezout estimates. - Marcel Dekker, 1973. - (Pure and Applied Mathematics - Dekker; 25).
Banach algebras : an introduction. - Marcel Dekker, 1973. - (Pure and Applied Mathematics - Dekker; 24).
Geometry of submanifolds. - Marcel Dekker, 1973. - (Pure and Applied Mathematics - Dekker; 22).
Cohomology and differential forms. - Marcel Dekker, 1973. - (Pure and Applied Mathematics - Dekker; 21).
Geometry, physics and systems. - Marcel Dekker, 1973. - (Pure and Applied Mathematics - Dekker; 18).
Tangent and cotangent bundles : differential geometry. - Marcel Dekker, 1973. - (Pure and Applied Mathematics - Dekker; 16).
Functional analysis: an introduction. - Marcel Dekker, 1973. - (Pure and Applied Mathematics - Dekker; 15).
An introduction to the theory of distributions. - Marcel Dekker, 1973. - (Pure and Applied Mathematics - Dekker; 14).
Symmetric spaces: a short courses presented at Washington University. - Marcel Dekker, 1972. - (Pure and Applied Mathematics - Dekker; 8).
Group representation theory in 2 parts, Part B : Modular representation theory. - Marcel Dekker, 1972. - (Pure and Applied Mathematics - Dekker; 7).
Group representation theory in 2 parts, Part A : Ordinary representation theory. - Marcel Dekker, 1971. - (Pure and Applied Mathematics - Dekker; 7).
Infinite group rings. - Marcel Dekker, 1971. - (Pure and Applied Mathematics - Dekker; 6).
Functional analysis and valuation theory. - Marcel Dekker, 1971. - (Pure and Applied Mathematics - Dekker; 5).
Necessary conditions for an extremum. - Marcel Dekker, 1971. - (Pure and Applied Mathematics - Dekker; 4).
Equations of mathematical physics. - Marcel Dekker, 1971. - (Pure and Applied Mathematics - Dekker; 3).
Hyperbolic manifolds and holomorphic mappings. - Marcel Dekker, 1970. - (Pure and Applied Mathematics - Dekker; 2).