Find out how and why mathematics is used in microeconomics, its limitations, and the math skills that economics students need.

Sophie Germain was a brilliant, self-taught mathematician who won one of France's most prestigious prizes, yet she declined ...

MEK1100 gives an introduction to the theory of scalar and vector fields with examples from fluid mechanics, geophysics and physics. The course contains gradient and directional derivative, divergence ...

Physics and Python stuff. Most of the videos here are either adapted from class lectures or solving physics problems. I really like to use numerical calculations without all the fancy programming ...

- evaluate multiple integrals in cartesian, cylindrical and spherical coordinates, - analyze the properties of vector fields, - evaluate line and surface integrals of vector fields, - calculate the ...

THIS little book contains valuable notes taken of lectures delivered at the University of California in the spring of 1938. The aim of the lecturer was to acquaint the student with a skeleton of the ...

In October 2015, a young mathematician named Clemens Sämann was flying home to Austria from a conference in Turin, Italy, when he had a chance encounter. He found himself seated beside Michael ...

This course introduces students to topics in mathematics that have real-world applications, include sets and Venn diagrams, counting principles; basic concepts of probability, conditional probability ...

Agda formalization of normalization by evaluation for the confluent simply-typed weak lambda-calculus. A complete proof in Agda of the Church-Rosser theorem for untyped λ-calculus formalizing the ...

THIS little volume has been designed as a first course in the calculus for Indian students. The treatment is the outcome of years of experiment and observation and the method followed is, as the ...

The Mathematical Gazette is the original journal of the Mathematical Association and it is now over a century old. Its readership is a mixture of school teachers, college and university lecturers, ...

ABSTRACT: The usual chain rule is for compositions of functions from R n to R m , for some m and n . We consider functions whose domains and codomains are products of various R n ’s, and introduce the ...