A rigorous mathematical treatment of stochastic processes with applications to queueing theory. The book covers probabilistic models, random processes, and analytical methods used in operations research, telecommunications, and systems engineering.
A specialized academic text covering numerical methods for solving differential equations, including finite difference techniques, stability analysis, and applications in engineering and scientific computation.
This foundational work presents early standardized methods for enzymatic analysis in biological and clinical chemistry. It provides detailed procedures for measuring enzyme activity and studying enzyme behavior, forming a basis for modern enzymology and laboratory diagnostics.