In 1734, Voltaire wrote
Qu’il y a des carrés d’infini, des cubes d’infini, et des infinis d’infinis, dont le pénultième n’est rien par rapport au dernier? Tout cela, qui paraît d’abord l’excès de la déraison, est en effet, l’effort de la finesse et de l’étendue de l’esprit humain, et la méthode de trouver des vérités qui étaient jusqu’alors inconnues.
What a beautiful thought expressed by a mind in reverence of Newton and his invention of differential calculus!
To translate:
That there should be squares of infinity, cubes of infinity, and infinities of infinities, of which the penultimate is nothing in relation to the last? All of that, which at first seems like an excess of reason gone mad, is in fact, the effort of the perspicuity and extent of the human mind, and the method of finding truths that were until then unknown.
What is equally stunning is just how many forms of representations humanity has invented.
Continue reading Voltaire and the Importance of Concepts and Symbolisms to Understand the Human Mind