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Talk by Simon Salamon, Professor in Geometry at Kings College, London. The study of perspective in art has led to a branch of mathematics called projective geometry, which addresses the relationship between...
Martin Bridson, Head of the Oxford University Mathematical Institute, explains why an understanding of possible dimensions is impossible beyond the third dimension. When describing the symmetries of any...
DVD containing two separate talks on the subject of statistics, probability and fractals, aimed at GCSE pupils, aged 13 - 17. in HOW IMPROBABLE IS THAT? Matt Parker investigates the Lottery, coin and dice...
DVD containing two separate talks on the subject of the practical applications of mathematics, suitable for GCSE pupils, aged 14 - 17. In the first talk ‘Architecture - Shaped by Maths’, Paul Shepherd...
The proportions of a DNA molecule in a human cell are equivalent to a 2000-mile-long rope packed inside the Millennium Dome. When DNA replicates, it spins at an astonishing 10 turns per second. Therefore, it...
In broad terms, the level of mathematics in the 9 chapters increases gradually, with the early ones being suitable for the general public and ages 12-15, and the later ones for university science students....
This program guides viewers through the concept of area and how it applies to calculating the area of parallelograms. The concepts are explained using example problems that are worked out step-by-step.
This 30 minutes program focuses on explaining the difference between lines, rays and planes as an introduction to mastering the skill of reading geometric figures. Basic concepts in geometry are explained by...
This package includes a DVD of two award-winning computer animations of mathematical concepts and theorems, as well as supplementary material. OUTSIDE IN explains the amazing discovery, made by Steve Smale...
Video lecture, including slides and notes, on the subject of low-dimensional topology. Includes question and answer session. [67 minutes]
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