A Treatise on the Mathematical Theory of the Motion of Fluids. By Horace Lamb, formerly Fellow and Assistant Tutor of Trinity College, Cambridge; Professor of Mathematics in the University of ...

Students must know basics of linear algebra (matrix multiplication, geometric interpretation of vectors), analysis (continuity, closed sets), and probability theory (expected value, conditional ...

Concepts and methods of mathematical game theory. Nim and combinatorial games. Congestion games. Games in strategic form, dominated strategies, Nash equilibrium. Cournot quantity competition. Game ...

Harvard scientist Dr. Willie Soon introduces a bold hypothesis that a mathematical formula could prove the existence of God. Drawing upon the fine-tuning argument, he suggests that the universe's ...

The focus is on mathematical theory and modelling, drawing from the disciplines of probability theory, scientific computing and partial differential equations to derive relations between asset prices ...

For such a theory to be useful, the equilibrium it posits should exist. Nash used novel mathematical techniques to prove the existence of equilibrium in a very general class of games. This paved ...

A new proof extends the work of the late Maryam Mirzakhani, cementing her legacy as a pioneer of alien mathematical realms.

MS, Mathematical Sciences: Thesis Option This option requires a research thesis prepared ... Computational and Applied Mathematics Computational and Applied Mathematics students develop expertise in ...

Haruhi Suzumiya’s unique storytelling didn’t just challenge fans—it helped inspire new insights into mathematical permutation ...