Daniel Sinambela

About me

I am currently a PhD candidate in Applied Mathematics at the University of Missouri under the supervision of Samuel Walsh.

Curriculum Vitae

Research

My main interest deals with Nonlinear partial differential equations and fluid mechanics. In particular, I work with steady or traveling Euler-Incompressible equations. My results include proving an existence theory of a particular class of solutions known as solitary waves and showing their orbital stability/instability.

Publications and preprints

• Large-Amplitude Solitary Waves in Two-Layer Density Stratified Water , SIAM J. Math. Anal., 53(4), 4812–4864 [article, archive].

Master's Thesis

Asymptotic Properties of Deep Water Solitary Waves with Compactly Supported Vorticity, [article].

Talks and Posters

1. Differential equations seminar, University of Missouri, Columbia,

Talk: Large-amplitude solitary waves in two-layer density stratified water.

2. KUMUNU-ISU on PDE, Dynamical Systems, and Applications,

Poster: Large-amplitude solitary waves in two-layer density stratified water.

Teaching

• Fall 2021: Instructor for Math 4100/7100 Ordinary Differential Equations, University of Missouri, Columbia.

• Summer 2021: Instructor for Math 4100/7100 Ordinary Differential Equations, University of Missouri, Columbia.

• Fall 2020 -Spring 2021: Instructor for Math 1700 Calculus II, University of Missouri, Columbia.

• Summer 2020: Instructor for Math 4100/7100 Ordinary Differential Equations, University of Missouri, Columbia.

• Fall 2019- Spring 2020: Instructor for Math 1400 Calculus for Business and Social Science, University of Missouri, Columbia.

• Spring-2019: Instructor for Math 1100 Finite Mathematics, University of Missouri, Columbia.

• Fall-2018: Instructor for Math 1300 College Algebra, University of Missouri, Columbia.

• Spring-2018: Instructor for Math 1160 Precalculus, University of Missouri, Columbia.

• Fall-2017: Instructor for Math 1500 Calculus I, University of Missouri, Columbia.