YouTube playlist coming in a while... Medium term project!!
A short investigation into the nature of Theories
Euclid's Elements Playlist
Tractatus Logico-Philosophicus Playlist
A short abstract of our proof the R.H. stands
A proof run-through
A proof run-through
Presentation: Computability and Reverse Mathematics
Presentation: Reverse Mathematics, Computability and Effective Algebra
Combinatorial Epidemiology
Remarks on Epidemic Spread
Valentin B. Bura (b. March 28th, 1983; Petrosani, Romania)
<< 'contact@valentinbura.online' >>
Profession: Mathematician & Journalist.
Politics: Right-wing Socialism (Libertarian.)
Religion: Mahayana Buddhism (Green Mountain Zen.)
Praise be to the Most High. Praise be to the Lord, for the house He gave me (for the last 43 years.) Praised be the Lord!
Taking into consideration the Jewish Law, and the standards of Purity described by the Buddhist Precepts,
I am highly confident nothing harmful can happen to me, wherever I may choose to go...
And the Lord your G-d says: anybody can work for Me, and anybody can be a Buddha. Monasticism isn't required!
As a Buddhist, it is my sincere request to you that you do not profess Atheism in your Buddhist practice, for that is a mistake that limits your horizons. You are better off professing Agnosticism, and keep on searching.
Rather say you do not know, or say that the Lord has not yet revealed Himself to you. Why be a fool, and commit yourself to a given Weltanschauung that is altogether too restrictive?
@report{bura2013,
title={Reverse mathematics of divisibility in integral domains},
author={Bura, Valentin B},
year={2013},
publisher={Victoria University of Wellington}
}
@article{bura2023,
title={Graph Isomorphism is in P},
author={Bura, Valentin},
url={http://www.researchgate.net/publication/371912062_Graph_Isomorphism_is_in_P},
year={2023}
}
@report{bura2019,
title={On the expressive strength of deterministic, probabilistic, and timed phenomena},
author={Bura, Valentin},
year={2019},
school={University of Western Australia}
}
@report{bura2020,
title={On Sum of Divisors and Robin's Theorem},
author={Bura, Valentin},
doi={RG.2.2.13589.55523},
url = {http://www.researchgate.net/publication/348361907_On_Sum_of_Divisors_and_Robin%27s_Theorem}
}
