La Géométrie, a short appendix that appeared in Descartes’ famous Discourse on the Method, laid the foundations of analytic ...

In 1900, at the grand amphitheater of the Sorbonne in Paris, David Hilbert stood before a crowd of mathematicians and ...

Proof is a way to show a statement is always true by using worded or algebraic reasoning. Higher tier – There are algebraic ways to describe odd, even and consecutive ...

While DeepSeek-R1 has significantly advanced AI’s capabilities in informal reasoning, formal mathematical reasoning has ...

Save guides, add subjects and pick up where you left off with your BBC account. A mathematical proof is a sequence of statements that follow on logically from each other that shows that something ...

In a new book, the mathematical epidemiologist Adam Kucharski explains how certainty, even in math, can be an illusion.

Students should have taken, or be taking concurrently, the course Mathematical Methods (MA100), or the course Quantitative Methods (Mathematics) (MA107). The course is an introduction to the use of ...

We need something more robust and sophisticated than testing. We need mathematical proof. Testing is akin to checking each link in a chain to make sure they’re strong. This may work well for a ...

This course is intended as preparation for a student interested in the application of mathematical concepts and proof to subjects such as computer science (in particular the analysis of algorithms) ...