I need someone's insight to put into perspective the thoughts of an author I discovered only recently. Although this author's idea seems very intuitive - the kind of idea you might have as a child or teenager - I'm not sure I've ever heard it developed in these terms by another philosopher.
The mathematician and philosopher (also chess player and Andrey Biely's father) Nikolay Bugaev (1837-1903) had a theory on the origin of moral intuitions that greatly appealed to L. N. Tolstoy. He expounded it in a lecture entitled Foundations of Evolutionary Monadology (ru : Основы эволюционной монадологии, 1889).
His main thesis is that the laws of nature, positive laws, customs and instincts are forms of regularity resulting from the interactions of an infinite number of monads. The laws of nature are the most stabilized results of those interactions, and no longer have any exceptions, while the others, which are less stable, still do. Bugaev's idea - and this is what appealed to Tolstoy (see his diary from the 28.05.1884 (Complete works, t. 49, p. 94) or the letter to V. G. Chertkov dating from the 18.05.1884 (t.85, p. 60)) - was that, in the course of history, the interactions that give rise to positive laws, moral instincts, etc. would become increasingly stable, until they became as certain as the laws of nature. It would thus become possible to predict that, in a given situation, an individual will behave "morally" with the same certainty as we can say that a stone dropped at altitude will behave "physically", i.e. fall.
My question is simple: do you know of any other thinkers who have defended those two propositions ?
- Physical and moral laws emerge in the course of history (whether or not as the result of an underlying metaphysical process).
- Physical laws and moral laws are ontologically the same laws, but there is simply a delay in the development of moral laws compared to physical laws (thus, different degrees of "firmness" in the application of those laws).
Thank you very much for your help.