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Kapitel

  1. Linear Algebra
    1. Vectors in two dimensional plane
    2. Vector Spaces
    3. Basis
    4. Stochastic Matrices
    5. Linear Transformations
    6. Norms
    7. Gram Schmidt Process

    Linear Algebra

    Autor:Jila
    Thema:Algebra
    Linear Algebra
    Linear Algebra

    Inhaltsverzeichnis

    • Vectors in two dimensional plane

      • Vector addition
    • Vector Spaces

      • Union and intersection of vector spaces
    • Basis

      • Linear Algebra, Change of basis
      • A third vector of a basis
    • Stochastic Matrices

      • Power method for stochastic matrices (7 iterations.)
      • Power method for stochastic matrices ( 49 iterations.)
    • Linear Transformations

      • Linear Transformations Preserve Lines
      • Rotations
    • Norms

      • p-norm unit balls in 2D
      • lp-norm unit balls in 3D
    • Gram Schmidt Process

      • Gram Schmidt Process for two vectors.
    Weiter
    Vector addition

    Neue Materialien

    • רישום חופשי
    • Exploring GeoGebra for the First Time
    • Shells
    • Locus Related to Descartes' Folium
    • Volume by Shells Around y

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    • Duncan's Geogebra
    • General y-intercept
    • ทรงกลม
    • G.GGPE.7 Create a Triangle with Given Area: Quick Formative Assessment

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