Mathematical Relativity, (Differential) Geometry, Geometric Analysis, and Calculus of Variations are my main mathematical interests.
In the mathematical model, differential equations were solved with forth-order Runge Kutta method.
This is a point of view that is 40 years old in algebraic topology, but the new trend is its appearance in several other areas, such as algebraic geometry, mathematical physics, differential geometry, and combinatorics.
Mathematical modeling, differential calculus and computational algorithm are employed in this study for optimizing the lot size and setup cost simultaneously.
In order to investigate a possible role for contact-mediated juxtacrine signalling in epithelial cell cultures, we have utilised a mathematical ordinary differential equation (ODE) model of membrane-bound EGFR-ligand interaction, receptor dimerisation/activation and downstream signalling via the Ras-Raf-MAPK pathway.
We introduce a mathematical paradigm, the Differential Variational Inequality (DVI) and Differential Complementarity Systems (DCS), for modeling and solving equilibrium and similar problems on dynamic transportation networks.
This paper is a review of a number of mathematical concepts from differential geometry and exterior calculus that are finding increasing application in the numerical solution of partial differential equations.
The new framework is also compared with the mathematical formalism of differential L-systems (dL-systems).
In that field, which includes the study of mathematical functions and differential equations, he was "probably No. 1 or 2 of his generation," Dr. Sun-Yung Alice Chang, a professor of mathematics at Princeton, said in an interview yesterday.
With the help of a dynamic mathematical model, the differential pressure across the waterwall in a PFBC (pressurized fluidized bed combustion) boiler is analyzed under abnormal conditions.
