Literatura kursowa z Mathematics

MATHEMATICS THAT POWER OUR WORLD, THE: HOW IS IT MADE?

INTRO THEORY OF WAVE MAPS AND RELATED GEOMETRIC PROBLEMS, AN

FROM BESSEL TO MULTI-INDEX MITTAG-LEFFLER FUNCTIONS

GUIDE TO TEMPORAL NETWORKS, A

"GOLDEN" NON-EUCLIDEAN GEOMETRY, THE

GENERALIZED FUNCTIONS AND CONVERGENCE

INTRODUCTION TO APPLIED MATRIX ANALYSIS, AN

BASIC DISCRETE MATHEMATICS: LOGIC, SET THEORY, & PROBABILITY

CONTEMPORARY DEVELOPMENTS IN FINITE FIELDS AND APPLICATIONS

RECENT ADVANCES IN MATHEMATICS, STATISTICS & COMPUTER SCIEN

ADVANCED COURSES OF MATHEMATICAL ANALYSIS V

NEW TRENDS IN DIFFERENTIAL EQUATIONS, CONTROL THEORY & OPTIM

QUANTUM CALCULUS: NEW CONCEPTS, IMPULSIVE, IVPS, BVPS, INEQU

COURSE IN ANALYSIS, A (V2)

ASYMPTOTIC ISSUES FOR SOME PARTIAL DIFFERENTIAL EQUATIONS

DYNAMICAL SYSTEMS AND SINGULAR PHENOMENA

LECTURE NOTES ON GENERALIZED HEEGAARD SPLITTINGS

GEOMETRIC ANALYSIS AROUND SCALAR CURVATURES

INTRODUCTION TO MODERN FINSLER GEOMETRY

MATH PROBLEM-SOLV CHALLENG SECOND SCHOOL STUDENTS & BEYOND

FUNDAMENTALS OF MODERN ALGEBRA: A GLOBAL PERSPECTIVE

PROBABILITY AND RANDOMNESS: QUANTUM VERSUS CLASSICAL

ADVANCES IN COMBINATORIAL OPTIMIZATION

DYNAMICAL SYSTEMS, NUMBER THEORY AND APPLICATIONS