Directed and undirected graphs; paths, cycles, trees,Eulerian cycles, matchings and coverings, connectivity, Menger’s Theorem,network flow, coloring, planarity, with applications to the sciences …
determine extrema of multivariable functions. This also includes extrema under a constraint by applying the method of a Lagrange multiplier. …
Coursework 2 …
EECS 16A,Fall 2023,Final Exam …
Operations with complex numbers. Derivatives, analytic functions, integrals. Definitions and properties of elementary functions, multivalued functions. Power series, residue theory and applications. Conformal mapping. …
The goal of this course is to give an introduction to mathematical methods for solving hard problems that arise in the sciences. …
The goal of numerical analysis is the design and analysis of techniques to give approximate but accurate solutions to hard problems. …
In the rapidly changing world of information technology and computer science, a solid understanding of the mathematical concepts underpinning different branches of these sciences adds an invaluable dimension to your knowledge. …
MATH1002 is designed to provide a thorough preparation for further study in mathematics and statistics. …
This unit is an introduction to the calculus of one variable. Topics covered include elementary functions, differentiation, basic integration techniques and coordinate geometry in three dimensions. Applications in science and engineering are emphasised. …