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Topics / Python

Scientific and math computing

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  1. Modular Forms with Python6 min

    Modular forms are complex-valued functions with specific symmetry properties. They play a crucial role in number theory, algebraic geometry, and string...

  2. Noncommutative Rings using Python7 min

    Noncommutative rings are algebraic structures where multiplication is not commutative. This course explores their properties, operations, and applications in...

  3. Orthogonal Vectors in Python8 min

    Orthogonal vectors are fundamental concepts in linear algebra and geometry. They are vectors that are perpendicular to each other, forming a right angle. In...

  4. Principles of Random Walk with Python7 min

    A random walk is a mathematical concept that describes a path consisting of a succession of random steps. It's widely used in various fields, including...

  5. Simpsons Rule in Python13 min

    Simpson's Rule is a numerical integration technique used to approximate the definite integral of a function over a given interval. It is based on the...

  6. Solve Systems of Equations with Python4 min

    In this series, we'll explore how to use Python to solve systems of linear and non-linear equations. Solving such systems has numerous applications in...

  7. Spectral Theory Exploration with Python:6 min

    Spectral theory is a branch of mathematics that studies the properties of linear operators and their spectra. It has applications in quantum mechanics...

  8. Symmetry, Representations, and Invariants in Python8 min

    Symmetry is a fundamental concept in mathematics, describing the invariance of an object under certain transformations. It plays a crucial role in various...

  9. The First Law of Complexodynamics using Python9 min

    The First Law of Complexodynamics is a theoretical concept in the field of complex systems and information theory. It posits that the complexity of a system...

  10. Topics in Banach Space Theory in Python8 min

    A Banach space is a complete normed vector space. In simpler terms, it's a vector space with a notion of distance that allows us to talk about convergence of...

  11. Tropical Algebra for Dynamic Systems in Python8 min

    Tropical algebra is a branch of mathematics that operates on the max-plus semiring. It has applications in various fields, including optimization, graph...

  12. Tropical Matroid Representation Network in Python8 min

    Tropical matroid representation networks are a fascinating intersection of tropical geometry, matroid theory, and network analysis. These structures provide...

  13. Univalent Functions and Teichmüller Spaces using Python10 min

    Univalent functions are a fundamental concept in complex analysis, characterized by their one-to-one property. A function f(z) is univalent in a domain D if...