Differential Equations

Applied Partial Differential Equations

Richard Haberman
Differential Equations

Applied Partial Differential Equations

PDEs with Fourier series and boundary value problems.

✍ Richard Haberman🎓 University · BS📘 6 key topics
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Introduction

PDEs with Fourier series and boundary value problems. Amathify's subject experts and PhD scholars solve its exercises, numerical problems and end-of-chapter questions step by step, and we also help with assignments based on this mathematics book.

At Amathify, our subject experts and PhD scholars write every solution for Applied Partial Differential Equations in full: the question, the method, each line of working and the final answer, with short notes explaining which rule or theorem is used. It is ideal for homework, assignment checking and exam revision.

What this book covers

  1. First-order equations
  2. Higher-order linear equations
  3. Series solutions
  4. Laplace transforms
  5. Systems of equations
  6. Boundary value problems

What you get

  • Exercise-wise solutions in textbook order
  • Every step shown with the rule or formula used
  • Proofs and derivations written in full
  • Help with assignments and past papers from this book
  • Assignment writing on topics from this book
  • Solved by subject experts and PhD scholars

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