

Mathematical modelling offers one way to make sense of Vanuatu's sand drawings. In particular, it will lead us to a surprising "turtle theorem".



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One of the arts and pleasures of mathematics is finding different ways to represent problems. Some problems in dynamics can profitably be replaced by the study of trajectories on a billiard table, revealing hidden structures—and hence hidden logical beauty.

HPC, or high-performance computing, harnesses multiple processing units, such as CPUs (central processing units) and GPUs (graphics processing units used for computation), to carry out computationally intensive tasks. The Total group has always been a pioneer in the field.

Many transport problems can be modelled using "flows". One example is the transmission of electricity discussed in this article. Other classic applications involve transporting fluids (gas, water, oil, etc.) as well as people or goods (by truck, train, ship, etc.).

Several methods exist for arriving at a polynomial equation to solve a given problem. The celestial source is the best known but not the only one. This is also an opportunity to see the different strategies of mathematicians in Song-dynasty China.
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