# Math

**Alan V. Oppenheim**

_{Ford Professor of Engineering, Electrical Engineering and Computer Science (EECS), MIT. Sc.D. - MIT}

Introduction

to Probability

All of

Statistics

**Hamid Jafarkhani**

_{Chancellor’s Professor, Electrical Engineering and Computer Science, University of California, Irvine. Ph.D. - University of Maryland at College Park}

The Nature of Statistical

Learning Theory

Random Processes:

A Mathematical Approach

**Thomas Kailath**

_{Hitachi America Emeritus Professor of Engineering, Department of Electrical Engineering at Stanford University. Sc.D. - MIT}

Stochastic Processes:

Theory for Applications

**Whitfield Diffie**

_{Visiting professor, Zhejiang University, China, and member of the technical advisory boards of BlackRidge Technology, and Cryptomathic.}

Discrete Mathematical

Structures and …

**Carlo Tomasi**

_{The Iris Einheuser Professor of Computer Science, Duke University. Ph.D. - Carnegie Mellon University.}

Introduction to

Applied Mathematics

Matrix

Computations

Numerical

Optimization

Convex

Optimization

The Nature of

Mathematical Modeling

**Peter Stoica**

_{Professor of Systems Modeling at Uppsala University, Ph.D. - Polytechnic Institute of Bucharest, Romania.}

Convex

Optimization

Matrix

Analysis

**Muriel Médard**

_{Cecil H. Green Professor in the Electrical Engineering and Computer Science (EECS) Department at MIT. Sc.D. MIT.}

_{Note: the following books are not recommended by Professor Médard. They are books that have been used as reference texts in one/some courses she has taught.}

Introduction to

Linear Algebra

**Robert Gallager**

_{Professor Emeritus of Electrical Engineering and Computer Science at MIT. Sc.D. - MIT.}

_{Note: the following books are not recommended by Professor Gallager. They are books that have been used as reference texts in one/some courses he has taught.}

Introduction to

Linear Algebra

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