Kaname Matsue

Associate Professor

Kyushu University

Japan

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Kaname Matsue is an Associate Professor at Kyushu University, Japan. His research areas encompass geometric optimization problems, hydrodynamic instability in flames, and asymptotic analysis of differential equations. Recent publications include studies on bifurcation theory and blow-up solutions, demonstrating a focus on both theoretical frameworks and computational validations in applied mathematics.

Articles (15)

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2025

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2020

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2020

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2020

Collaborators (3)

Etsuo Segawa

Associate Professor

Yokohama National University

JAPAN

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Moshe Matalon

Grainger College of Engineering Caterpillar Distinguished Professor

University of Illinois at Urbana-Champaign

UNITED STATES

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Akitoshi Takayasu

Associate Professor

University of Tsukuba

JAPAN

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Kaname Matsue

Research Interests

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Articles (15)

Multi-order asymptotic expansion of blow-up solutions for autonomous ODEs: II. Dynamical correspondence

Analysis of Optima Set in A Class of Non-Convex Geometric Optimization Problems Using Bifurcation Theory

Hydrodynamically unstable premixed flames in gravitational fields: Effect of gas expansion

Multi-order asymptotic expansion of blow-up solutions for autonomous ODEs: I. Method and justification

Blow-up Behavior for ODEs with Normally Hyperbolic Nature in Dynamics at Infinity

Dynamics of hydrodynamically unstable premixed flames in a gravitational field – local and global bifurcation structures

Saddle-Type Blow-Up Solutions with Computer-Assisted Proofs: Validation and Extraction of Global Nature

A Crossover Between Open Quantum Random Walks to Quantum Walks

A mathematical treatment of the bump structure of particle-laden flows with particle features

A numerical verification method to specify homoclinic orbits as application of local Lyapunov functions

Fire whirls: A Combustion Science Perspective

Erratum: Errata to “On the construction of Lyapunov functions with computer assistance” [J. Comp. Appl. Math. 319 (2017) 385-412] ( Journal of Computational and Applied Mathematics (2017) 319(385-412) (S0377042717300067), (10.1016/j.cam.2017.01.002))

Rigorous numerics of blow-up solutions for ODEs with exponential nonlinearity

Numerical validation of blow-up solutions with quasi-homogeneous compactifications

A refined asymptotic behavior of traveling wave solutions for degenerate nonlinear parabolic equations

Collaborators (3)

Etsuo Segawa

Moshe Matalon

Akitoshi Takayasu

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