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Free Download Differential Equations with the Math Sorcerer by The Math Sorcerer Last updated: 5/2023 Created by: The Math Sorcerer MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz, 2 Ch Level: Expert | Genre: eLearning | Language: English + Embedded subtitle | Duration: 163 Lectures ( 11h 6m ) | Size: 4 GB Complete Differential Equations Course with TONS of worked problems and assignments:) What you'll learn Determining the Type and Order of a Differential Equation Determining whether a Differential Equation is Linear or Nonlinear Understand the Different Types of Solutions of Differential Equations: one-parameter families, two-parameter families, singular solutions, general solutions Understand Initial Value Problems and the Interval of Definition How to Solve Separable Differential Equations, First Order Linear, Exact, Homogeneous, Bernoulli, and DE's of the form dy/dx = f(Ax + By + C) How to Determine if Functions are Linearly Independent or Dependent using the Definition How to Prove Functions are Linearly Independent using the Wronskian How to Solve Higher Order Linear Homogeneous Differential Equations with Constant Coefficients How to Solve DE's with the Method of Undetermined Coefficients(The Superposition Principle) How to Solve DE's with Variation of Parameters How to Solve Cauchy-Euler Differential Equations How to Compute Laplace Transforms with the Definition How to Compute Laplace Transforms and Inverse Laplace Transforms with Tables, Partial Fractions, and Trigonometric Identities How to use the First Translation Theorem to Compute Laplace Transforms How to use the Derivatives of Transforms Theorems How to Solve DE's using Laplace Transforms Understand what the Unit Step Function is and use it to Find the Laplace Transform of a Piecewise Function Understand what the Dirac Delta Function is How to use the Second Translation Theorem to compute Laplace Transforms and Inverse Laplace Transforms How to Solve DE's that involve the Dirac Delta Function How to Find the Minimum Radius of Convergence How to Solve DE's using Power Series Requirements You should know basic calculus. The ability to integrate well helps, but all integration techniques are reviewed in the problems. Description This is a complete college level course in Differential Equations with TONS of examples.*** In order to get the most out of the course you should know Calculus ***Basically just,1) Watch the videos, and try to follow along. Try to do the problems before I do them if you can. If you can't, no big deal:)2) After each section there is short assignment(with solutions). 3) Repeat!If you finish even 50% of this course you will know A LOT of Differential Equations and more importantly just a lot of really solid mathematics. Differential Equations is an awesome class not just because of the differential equations but because of all of the other key math techniques you learn in the process. This course covers all the key techniques usually covered in most differential equations courses. After taking this course you should know a lot of differential equations and roughly the equivalent of what is taught in a college level course. The hardest thing about this course is the integration techniques, most of which are learned in Calculus 1 and Calculus 2. I have tried to explain these techniques when they come up so hopefully you can follow along and learn lots of math.I hope you enjoy watching these videos and working through these problems as much as I have:) Who this course is for Students who want to learn Differential Equations. Students who plan to take Differential Equations. Students currently taking Differential Equations. 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pdf | 9.7 MB | English| Isbn:3030596559 | Author: Christopher, Colin; Li, Chengzhi; Torregrosa, Joan | Year: 2024 Description: TurboBit RapidGator https://rapidgator.net/file/8cb76cf2abb931288b83f803e3fecbe2/Limit.Cycles.of.Differential.Equations.Advanced.Courses.in.Mathematics.-.CRM.Barcelona.rar https://turbobit.net/5okd2hei92kb/Limit.Cycles.of.Differential.Equations.Advanced.Courses.in.Mathematics.-.CRM.Barcelona.rar.html

An Introduction to Partial Differential Equations with MATLAB, Second Edition by Matthew P. Coleman English | 2013 | ISBN: 1439898464 | 683 pages | PDF | 5 MB An Introduction to Partial Differential Equations with MATLAB®, Second Edition illustrates the usefulness of PDEs through numerous applications and helps students appreciate the beauty of the underlying mathematics. Updated throughout, this second edition of a bestseller shows students how PDEs can model diverse problems, including the flow of heat, the propagation of sound waves, the spread of algae along the ocean's surface, the fluctuation in the price of a stock option, and the quantum mechanical behavior of a hydrogen atom. Suitable for a two-semester introduction to PDEs and Fourier series for mathematics, physics, and engineering students, the text teaches the equations based on method of solution. It provides both physical and mathematical motivation as much as possible. The author treats problems in one spatial dimension before dealing with those in higher dimensions. He covers PDEs on bounded domains and then on unbounded domains, introducing students to Fourier series early on in the text. Each chapter's prelude explains what and why material is to be covered and considers the material in a historical setting. The text also contains many exercises, including standard ones and graphical problems using MATLAB. While the book can be used without MATLAB, instructors and students are encouraged to take advantage of MATLAB's excellent graphics capabilities. The MATLAB code used to generate the tables and figures is available in an appendix and on the author's website. https://rapidgator.net/file/38ef508f5bf2d7c32b183b9f128ba165/ https://nitroflare.com/view/F66371BD6ECA88E/ https://turbobit.net/l3bvp01f0ps5.html

pdf | 15.89 MB | English| Isbn:9783031703263 | Author: Giorgio Riccardi, Bruno Antonio Cifra, Enrico De Bernardis | Year: 2024 Description: https://fileaxa.com/zltfjggmehq5 https://ddownload.com/ct1r7hpt0d19 https://rapidgator.net/file/a2e12102aec0ef9a1d4d5892dadd2ada/ https://turbobit.net/koanjkmxp4di.html

Mastering Differential Equations: The Visual Method With Robert Devaney 24xDVDRip | M4V/AVC, ~1313 kb/s | 640x480 | Duration: 12:31:21 | English: AAC, 128 kb/s (2 ch) | + PDF Guide | 7.74 GB Genre: Mathematics For centuries, differential equations have been the key to unlocking nature's deepest secrets. Over 300 years ago, Isaac Newton invented differential equations to understand the problem of motion, and he developed calculus in order to solve differential equations. Since then, differential equations have been the essential tool for analyzing the process of change, whether in physics, engineering, biology, or any other field where it's important to predict how something behaves over time. Lectures: 01. What Is a Differential Equation.m4v 02. A Limited-Growth Population Model.m4v 03. Classification of Equilibrium Points.m4v 04. Bifurcations-Drastic Changes in Solutions.m4v 05. Methods for Finding Explicit Solutions.m4v 06. How Computers Solve Differential Equations.m4v 07. Systems of Equations-A Predator-Prey System.m4v 08. Second-Order Equations-The Mass-Spring System.m4v 09. Damped and Undamped Harmonic Oscillators.m4v 10. Beating Modes and Resonance of Oscillators.m4v 11. Linear Systems of Differential Equations.m4v 12. An Excursion into Linear Algebra.m4v 13. Visualizing Complex and Zero Eigenvalues.m4v 14. Summarizing All Possible Linear Solutions.m4v 15. Nonlinear Systems Viewed Globally-Nullclines.m4v 16. Nonlinear Systems near Equilibria-Linearization.m4v 17. Bifurcations in a Competing Species Model.m4v 18. Limit Cycles and Oscillations in Chemistry.m4v 19. All Sorts of Nonlinear Pendulums.m4v 20. Periodic Forcing and How Chaos Occurs.m4v 21. Understanding Chaos with Iterated Functions.m4v 22. Periods and Ordering of Iterated Functions.m4v 23. Chaotic Itineraries in a Space of All Sequences.m4v 24. 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