Olga Moreira

An Introduction to Integral Transforms and Their Applications

Use of Abstraction and Logic in Mathematics

Introduction to Integral Transforms and Their Applications

Introduction to Algebraic and Combinatorial Coding Theory

Functional Calculus

Basic Theory of Fractional Differential Equations

Application of Probability Theory

Applied Mathematics in Engineering

Use of Mathematical Structures

Notion of Mathematical Proof

Advanced Techniques for Collecting Statistical Data

Statistical Mechanics and Entropy

Solar and Space Physics

Principles of Optical Interferometry

Applied Algebraic and Differential Calculus

Fractal Analysis

Graphs

Handbook of Mixture Analysis

Numerical Methods for Inverse Problems

Multivariable Mathematics

Theory and Problems of Fluid Dynamics

Modeling in Mathematics

Fundamentals of Matrix Computations

Probabilistic Inference and Statistical Methods in Network Analysis

Modern Physics

Numerical Methods and Their Applications to Linear Algebra

Mathematical Optimization Terminology

Group Majorization Methods

Semiconductor Physics

Wave Motion and Applied Science

Applied Computational Fluid Dynamics

Electromagnetic Modeling and Simulation

Statistical Methods in Radiation Physics

Thermal Physics and Statistical Mechanics

Fourier Transform - Signal Processing

Nuclear and High Energy Physics

Classical and Fluid Mechanics

Nonlinear and Complex Systems

Laser and Magnetism

Particle Physics

Quantum Mechanics for Applied Nanotechnology

Mathematical and Computational Physics

Superconductors - New Developments