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ODE

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#mathematics#differential-equations#notes#seed
AUTHORSAMBHAV DUSAD
DATEMAY 28, 2026
READING TIME1 MIN
STATUSEVERGREEN
LAST UPDATEDMAY 28, 2026

ODE

May 28, 20261 min read

  • mathematics
  • differential-equations
  • notes
  • seed

Proofs that I’d like to learn:

  • Existence, uniqueness, and interval of validity
    • Picard’s theorem
  • Why 2nd order odes’s homogeneous solution is a family of two solutions: C1​y1​(t)+C2​y2​(t)

Resources

  • Math 2080: Introduction to Ordinary Differential Equations.| Dr. Macauley
  • Numerically Solving Ordinary Differential Equations (Brorson) - Mathematics LibreTexts
  • ODEs: Introduction to Differential Equations
  • MATH 8430: Fundamentals of ODE. | Julien Arino - Mathematical epidemiologist
  • Introduction to ordinary differential equations | Roberto Monti

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