56.1

Takasi Senba

Fukuoka University

Takasi Senba's research significantly contributes to the fields of chemotaxis theory, partial differential equations, and mathematical biology. Recent studies focus on the global boundedness of solutions to various parabolic-parabolic systems, existence of peaking solutions for semilinear heat equations, and blowup behaviors in high-dimensional spaces. The work highlights the importance of understanding the dynamics of complex biological systems, particularly in chemotaxis models that describe the movement of cells driven by chemical gradients. By exploring sensitivity functions, blowup profiles, and radial solutions, Senba's research advances our knowledge of stability, oscillations, and asymptotic behavior in these systems, with far-reaching implications for modeling cellular migration, tissue formation, and disease dynamics.

Elliptic ProblemsSingle-Cell AnalysisBiochemical ModelingHeterogeneous
Commercial signal 55.5
Scientific signal 60.3
Social signal 57.1
Papers 13
0 Patent-to-paper cites
347 Paper cites

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