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Mathematical works of Hiroshi Umemura

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We give an overview of Umemura’s mathematical research on algebraic geometry, the Painlevé equations and the Galois differential theory.
Title: Mathematical works of Hiroshi Umemura
Description:
We give an overview of Umemura’s mathematical research on algebraic geometry, the Painlevé equations and the Galois differential theory.

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INNOVATIVE TECHNOLOGIES IN MATHEMATICS EDUCATION
INNOVATIVE TECHNOLOGIES IN MATHEMATICS EDUCATION
The introduction of the competence model of Mathematics education involves the actualization of personal and activity factors of development of subjects of the educational process,...
A Constructive Proof for the Umemura Polynomials of the Third Painlevé Equation
A Constructive Proof for the Umemura Polynomials of the Third Painlevé Equation
We are concerned with the Umemura polynomials associated with rational solutions of the third Painlevé equation. We extend Taneda's method, which was developed for the Yablonskii-V...
The Impact of Mathematical Reasoning and Critical Thinking Skills on Mathematical Literacy Skills
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Properties of Substrate Phonon Events in Superconducting Tunnel Junctions Induced by X-Ray Absorption
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Improved Fabrication Method for Nb/Al/AlOx/Al/Nb Superconducting Tunnel Junctions as X-Ray Detectors
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Mathematical competence and mathematical abilities: structural relations and development methodology
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ACCOMPANYING TRIANGLE OF MATHEMATICAL COMPETENCE
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