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Laplace Transform , Inverse Transform, for differentiation & Integration

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Laplace

Laplace Transform , Inverse Transform, for differentiation & Integration

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À la mémoire de Monsieur de Honoré, M. "Pierre-Simon, de Laplace" In the Memory of a Respected Man of Honor, Mr. "Pierre-Simon de Laplace"

Motivation

Engineering requires a closed-form system of Differentiation & Integration Tools for Homogeneous Equations Hence by preparing this Repository, to face the day-to-day Mathematical Conquests ( en utilisant des mathématiques dans la vie quotidienne)

Methodology

  • Parse Input
  • Calculus: Diffenritate, Integrate
  • Calculus: Reimann Sum
  • Differential Equation : Laplace Transform

Reference

  1. MIT OCW, Riemann sum | MIT 18.01SC Single Variable Calculus, Fall 2010. MIT OWC, Christine Breiner. Available at: https://www.youtube.com/watch?v=ELWqePHYjCk.
  2. Professor Gross, Herbert Gross, Bunker Hill Community, MIT , Part II: Differential Equations, Lec 7: Laplace Transforms , https://www.youtube.com/watch?v=an5E940fqZQ

Professor Herbert Gross

Professor Herbert Gross R.I.P (2020)

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Laplace Transform , Inverse Transform, for differentiation & Integration

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