Borges, Kafka and Munch (and II)

4 April, 2020 Antonio J. Durán0

I said in my previous post Borges, Kafka and Munch (I), that both Borges and Kafka reflected infinity in some of their stories and novels, but while Kafka’s infinity would correspond to Aristotle’s infinite potential, […]

Fractals in poetry

3 February, 2020 Antonio J. Durán1

In 1919, the German mathematician Felix Hausdorff (1868-1942) greatly enriched the concept of spatial dimension. Hausdorff said that it was very unsophisticated, and even incorrect, to say that an object has dimension one if it […]

Pascal and the lust for learning

9 January, 2020 Antonio J. Durán1

Blaise Pascal (1623-1662) was a promising scientist and mathematician, an outstanding precursor of infinitesimal calculus, projective geometry and probability, made contributions in hydrodynamics and was also a skilled experimenter, who built the first calculating machine […]

1080

3 June, 2019 Antonio J. Durán1

The Indian mathematician Ramanujan claimed that each integer was his personal friend. Which, in a way, implies personalising numbers, imagining that each one of them has special characteristics, whatever they may be, that make it […]

Physics is so lovely!

20 May, 2019 Antonio J. Durán0

  I recently published a post on the beauty of mathematics, and the importance that aesthetic considerations have had in its development. It is perhaps surprising that in a science like physics, which is closer […]

Maths is so lovely!

3 May, 2019 Antonio J. Durán0

The Merriam-Webster Dictionary says that mathematics is the science of numbers and their operations, interrelations, combinations, generalizations, and abstractions and of space configurations and their structure, measurement, transformations, and generalizations. Although it should, a fundamental […]