* "Principles and Methods of the Theory of Probability" (1965): This book provides an introduction to the theory of probability and presents the basic principles and methods used in probability theory.
* "A First Course in Mathematical Analysis" (1967): This textbook covers topics such as the real number system, limits and continuity, differentiation and integration, and sequences and series.
* "Mathematical Analysis Volume 2: Functions of Several Variables and Their Applications" (1972): This book covers multivariate calculus, including functions of several variables, partial derivatives, multiple integrals, and line integrals.
* "Real Analysis: Elements of the Theory of Functions of Real Variables" (1978): This advanced textbook provides a rigorous treatment of real analysis, covering topics such as measure theory, Lebesgue integration, and functional analysis.
* "Probability Theory and Mathematical Statistics" (1980): This book presents the basic concepts and results of probability theory and mathematical statistics, including topics such as random variables, probability distributions, and statistical inference.
* "Functional Analysis" (1985): This textbook introduces functional analysis, a branch of mathematics that studies function spaces and operators on them.
* "Measure Theory and Probability" (1998): This book combines concepts from measure theory and probability theory, covering topics such as Lebesgue measure, measurable functions, and conditional probability.
* "Introduction to Modern Analysis: An Approach Through Function Spaces" (2004): This textbook provides an introduction to functional analysis and applies it to the study of function spaces and differential equations.
Please note that this list may not be exhaustive as V. Turadzhev has authored more books and articles throughout his career.