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  1. Examples and counter-examples in analysis
    1. Pointwise convergence

    Examples and counter-examples in analysis

    Tekijä:Vincent Pantaloni
    Aiheet:Jatkuvuus, Funktiot, Funktion kuvaaja, Jonot ja sarjat, Trigonometriset funktiot
    Animations to illustrate lessons in analysis

    Pointwise convergence

    Some animations to illustrate what pointwise convergence is and some counter-examples regarding this notion.

    • Boundedness is not preserved by pointwise convergence.

    • Continuity is not preserved by pointwise convergence.

    • Differentiability is not preserved by pointwise convergence.

    • fn converges does not imply f'n converges

    • Integration counter-examples : Witch's hat functions

    • Integration and uniform convergence

    Seuraava
    Boundedness is not preserved by pointwise convergence.

    Uusia resursseja

    • Parallel Lines and Angles: Thinking Classroom Exploration
    • Perimeter of a Rectangle with Unknown Sides
    • Cartesian Notation of a Vector
    • seo tool
    • AI for Math Teachers (prompt examples)

    Löydä Materiaaleista

    • Alg1_2011
    • Soddy and Lucas circles
    • Vertical Translation
    • Final Rectangle1
    • practiceproject_zachmiller
    • Seat Cushion or Pool Float?

    Löydä aiheita

    • Ellipsi
    • Geometria
    • Vähennyslasku
    • Kulmat
    • Suhteet
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