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Mathematics

  • 🥠 Bayes Theorem
  • 🧮 The Gauss-Jordan method to solve Systems of Linear Equations
  • ➗ Fermat’s Theorem And More Than Three Centuries Of History
  • 🆚 Frequentist versus Bayesian statistics
  • 🥇 Fibonacci series
  • 🪙 Numeral Systems
  • 🖥️ 🔢 PYTHON AND MATH
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Welcome to OmegaMath’s documentation!

Mathematics

  • 🥠 Bayes Theorem
    • ➖ Exercise 1
    • ➖ Exercise 2
    • ➖ Exercise 3
  • 🧮 The Gauss-Jordan method to solve Systems of Linear Equations
    • The Gauss method
    • Repeating the steps going down
    • Getting results and turning the tide to move upwards
    • Some details to keep in mind when programming this method
    • The Jordan improvement
    • About The Author
  • ➗ Fermat’s Theorem And More Than Three Centuries Of History
    • GREAT MATHEMATICS PROVEN FERMAT’S THEOREM FOR SOME CASES
  • 🆚 Frequentist versus Bayesian statistics
    • Hypothesis testing
  • 🥇 Fibonacci series
    • The Fibonacci series, the Phi number and how they manage to describe the universal proportions, which are part of the world around us
    • How this sequence influences the explanation of certain proportions in nature
    • The Fibonacci series and the golden ratio in art
  • 🪙 Numeral Systems
    • A hard decision
    • The Roman numeral system
    • The power of Powers
    • The importance of Zero
    • Other numeral systems
    • Octal and Hexadecimal
    • About The Author
  • 🖥️ 🔢 PYTHON AND MATH
    • Script N° 1
    • Script N°2
    • Script N°3
    • About the author

Indices and tables

  • Index

  • Module Index

  • Search Page

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