I am planning to write here a "popular science" essay discussing some of the general aspects and background of my work:

1. How Mathematics governs forms in Nature. A recent theory (its first paper was published only 50 years ago) has derived abstract laws that govern any evolving form. It is now a powerful tool for the biologists studying how DNA code ultimately becomes the shapes of human body and organs.

2. How one writes down an equation for the electric properties of a piece of brain in the same fashion that physicists construct equations governing the behaviour of water, plasma, or other dead matter.

 Person,  Address,  Photo,
 Academic education,  Workshops,  Languages,  Research statement,
 On Neuroscience,  Mathematical Neuroscience,  Research description with pictures,
 Research description (boring),  Presentations,  Professional membership.
Research family,
Supervisor (direct),
Get CV, preprints, etc., Conference memories,
Back to beginning,  (no-design).
3. What really peculiar shapes of activity we can find (predict) in those "brain equations" by using the aforementioned Mathematics of forms. Some of these shapes correspond to phenomena which neuroscientists have been able to observe in the real brain. Epilepsy and geometric hallucinations are two interesting examples.

4. Such "functioning examples" ultimately lend credibility to the whole enterprise! In both senses - the theoretical: that we have constructed the brain equations somewhat correctly, and thus we have learnt something about how the brain actually works - and the practical: we can use these new tools to develop therapies for conditions such as epilepsy.

Sorry, I hope this page sounds exciting, but I haven't got yet time to work on it! : (
It turned out quite ambitious as you see!