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  • Curriculum Vitae
  • Solving the Unsolvables
  • Fixing Boundary Violations
  • Improving Panel Regression

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  • Why Matters?

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    *We don't need to rely on "statistical tables" to conduct significant tests.

    *The definition of the elementary function is too narrow.

    *Unifying unsolvable integrals.

    *Mathematical clarity.

    Enter
  • Table of Content

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    *"h" is a transcendental number.

    *The "h" function should be an elementary function.

    *The "h" function can solve many unsovlable integrals.

    *The "h" function has many nice algebraic properties.

    Enter
  • Limitations

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    *Amateur math expositions.

    *Still an unfinished work.

    *No intention to build a complete number theory.

    *I am not a professional programmer.

    Enter
  • Download

    Solving the Unsolvables

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    Fixing Boundary Violations

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    Improving Panel Regression

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    Typological Regression

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    Gaussian Integral: Original Studies

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    Two-dimensional Gaussian Integral

  • Related Works

    Typological Regression: A New Statistical Method for Analyzing Data with a Two-by-two Typology.

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    A Closed-form Integration of the Gaussian Integral: The Original Manuscripts

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    Indefinite Integration of the Two-dimensional Normal Gaussian Integral: A Mathematical Proof

  • How to Cite

    Huang, Min-Hua. (Year). "Article Title". Online Article, Min-Hua Huang's Math Studies. (www.mhhuang.org)

    Example:

    Huang, Min-Hua. (2011). "Indefinite Integration of the Gamma Integral and Related Statistical Applications". Online Article, Min-Hua Huang's Math Studies. (www.mhhuang.org)

  • Copyright Policy

    All the works in Min-Hua Huang's Math Studies are licensed under a Creative Commons Attribution-NonCommercial-NoDerivs 3.0 Unported License.

    Contact Information:

    Email: mhhuang5103@ntu.edu.tw

    Address:
    Min-Hua Huang
    Dept. of Political Science (NTU),
    No.1, Roosevelt Road, Sec.4, Taipei, Taiwan 10617 R.O.C.

Welcome all math lovers!

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