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Pole dynamics of the quadratic derivative Schrödinger equation
- Jin, Seokho;
- Yim, Jihyun;
- Huh, Hyungjin
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0초록
We investigate a special form of solution to the quadratic derivative Schrödinger equation. The soliton interaction dynamics is described by the system of ordinary differential equations. After reviewing general facts and results, we study the case of N=2,3,4,5. We construct a finite time collapse solution and also study self-similar solutions.
키워드
Collapse; Pole dynamics; Quadratic derivative Schrödinger; Self-similar; COMPLEX SINGULARITIES; CONDENSATION; HERMITE; ZEROS
- 제목
- Pole dynamics of the quadratic derivative Schrödinger equation
- 저자
- Jin, Seokho; Yim, Jihyun; Huh, Hyungjin
- 발행일
- 2026-11
- 유형
- Article
- 권
- 563
- 호
- 1