Advanced Engineering Mathematics: Transform Methods, Complex Analysis, and Systems Theory

$14.99

Advanced Engineering Mathematics is a comprehensive, research-grade textbook developed for electrical and computer engineers who require a unified and operational understanding of mathematics.

The book emphasizes transform methods, complex analysis, and system theory as they are actually used in engineering practice—bridging coursework, research, and competitive examinations.

This is not a formula collection. It is a coherent mathematical system designed for engineers who work with signals, systems, and dynamic models.

What This Book Is For

  • Senior undergraduate and graduate ECE students

  • Engineers working in signal processing, control, and systems

  • Candidates preparing for advanced engineering entrance or qualification exams

  • Researchers seeking a compact but rigorous mathematical reference

Key Features

  • Unified coverage of Fourier, Laplace, and complex analysis methods

  • System-level interpretation of mathematical tools

  • Fully worked examples and exam-style problems with solutions

  • Consistent notation and typography, enforced by a custom LaTeX class

  • One-page A4 exam formula sheet for rapid review

  • MATLAB/Octave code appendix for computational reinforcement

Contents Overview

  • Fourier Series and Spectral Representation

  • Fourier Transform and LTI Systems

  • Laplace Transform and Differential Equation Solving

  • Convolution, Stability, and System Response

  • Complex Analysis and Residue Methods

  • Real Integrals and Conformal Mapping

  • Mixed Advanced Problems and Exam Strategies

Format

  • Digital textbook (PDF)

  • High-resolution mathematical typesetting

  • Optimized for screen and print

Licensing & Use

This product is licensed for individual academic and professional use.
For institutional licensing or course adoption, please contact Maxdi Research.

About the Author

Mahdi Haghzadeh, PhD, is a researcher and engineer working at the intersection of mathematics, systems theory, and advanced computation. His work spans engineering mathematics, signal analysis, and quantum analog computing.

Advanced Engineering Mathematics is a comprehensive, research-grade textbook developed for electrical and computer engineers who require a unified and operational understanding of mathematics.

The book emphasizes transform methods, complex analysis, and system theory as they are actually used in engineering practice—bridging coursework, research, and competitive examinations.

This is not a formula collection. It is a coherent mathematical system designed for engineers who work with signals, systems, and dynamic models.

What This Book Is For

  • Senior undergraduate and graduate ECE students

  • Engineers working in signal processing, control, and systems

  • Candidates preparing for advanced engineering entrance or qualification exams

  • Researchers seeking a compact but rigorous mathematical reference

Key Features

  • Unified coverage of Fourier, Laplace, and complex analysis methods

  • System-level interpretation of mathematical tools

  • Fully worked examples and exam-style problems with solutions

  • Consistent notation and typography, enforced by a custom LaTeX class

  • One-page A4 exam formula sheet for rapid review

  • MATLAB/Octave code appendix for computational reinforcement

Contents Overview

  • Fourier Series and Spectral Representation

  • Fourier Transform and LTI Systems

  • Laplace Transform and Differential Equation Solving

  • Convolution, Stability, and System Response

  • Complex Analysis and Residue Methods

  • Real Integrals and Conformal Mapping

  • Mixed Advanced Problems and Exam Strategies

Format

  • Digital textbook (PDF)

  • High-resolution mathematical typesetting

  • Optimized for screen and print

Licensing & Use

This product is licensed for individual academic and professional use.
For institutional licensing or course adoption, please contact Maxdi Research.

About the Author

Mahdi Haghzadeh, PhD, is a researcher and engineer working at the intersection of mathematics, systems theory, and advanced computation. His work spans engineering mathematics, signal analysis, and quantum analog computing.