Math Books: PDEs and Special Functions

Tigran Ishkhanyan and Aram Manaselyan, 
Wolfram Research

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ABSTRACT

This talk is about two upcoming textbooks from Wolfram Media, “Introduction to Partial Differential Equations” and “Introduction to Special Functions”.

The books are designed to be gentle introductions to these topics, that continue to play an essential role in many areas of mathematics and science and also provide critical tools for solving real-world problems in engineering. The books will clearly demonstrate the power and unique capabilities of Wolfram Language in these fields.

Wolfram Books and Courses

WolframU Interactive Math Courses

Wolfram Textbooks

Introduction to Partial Differential Equations

Aram Manaselyan and Devendra Kapadia,
Wolfram Research, Inc.

Heat Equation		Wave Equation		Laplace Equation
(Subscript[u, t])=α(∇^2)u			(Subscript[u, t t])=(c^2)(∇^2)u			(∇^2)u=0
					

The Schrödinger Equation				Maxwell Equations
i ℏ((∂ψ)/(∂t))=ℋψ,   -((ℏ^2)/(2m))(∇^2)ψ+U ψ=E ψ.		∇E=(μ/(Subscript[ϵ, 0])), ∇B=0, ∇×E=-((∂B)/(∂t)), 										∇×B=(Subscript[μ, 0])(J+(Subscript[ϵ, 0])((∂E)/(∂t))).

Introduction to Partial Differential Equations

Aram Manaselyan and Devendra Kapadia,
Wolfram Research, Inc.

Thank you