![尾崎 浩司](/content/themes/tokai-univ-faculty-data-system/assets/images/faculty-no-img.jpg)
尾崎 浩司
- 教授
- 学位:博士(理学)
基本情報
所属
- STEM Education Center
研究と関連するSDGs
詳細情報
研究分野
- Natural sciences Mathematical physics and basic theory Three-Body Problem
論文
Morse index and bifurcation for figure-eight choreographies of the equal mass three-body problem
Morse index for figure-eight choreographies of the planar equal mass three-body problem
Figure-eight choreographies of the equal mass three-body problem with Lennard-Jones-type potentials
Saari's homographic conjecture for general masses in planar three-body problem under Newton potential and a strong force potential
Saaris homographic conjecture for a planar equal-mass three-body problem under a strong force potential
Saaris homographic conjecture for a planar equal-mass three-body problem under the Newton gravity
Determination of motion from orbit in the three-body problem
Three-body choreographies in given curves
Covariant description of Hamiltonian form for field dynamics
Synchronized similar triangles for three-body orbits with zero angular momentum
Evolution of the moment of inertia of three-body figure-eight choreography
Choreographic three bodies on the lemniscate
Lorentz covariant formulation in classical theory of canonical QCD
Effective axial-vector isosinglet neutral current and top-quark mass
Four-generation model based on an S4 permutation symmetry
共同研究?競争的資金等の研究課題
Three-body figure-eight choreography under the universal gravitation in two dimensions
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