Sep 21, 2026 | Classical and advanced mathematics, Mathematics, Science
Starting with a tricky function “y”, let’s try to find another aspect of it by using the classical Taylor Serie. The coefficients of each y^n (n=0,1,2,3,4…) generated by the derivatives from one to enéssim times, follow, surprisingly, a rule...
Sep 20, 2026 | Classical and advanced mathematics, Science
The so-called Montecarlo method, using acumulative probability… read more
Sep 18, 2026 | Advanced chemistry, Science
When does exist an extra therm in the Schrödinger equation’s hamiltonian (due for example when an electron shields another electron) in the field of algebra. This article is only an expanded copy from an expert, Hilbert. read more
Sep 18, 2026 | Classical and advanced mathematics, Mathematics, Science
Once again I use the Taylor Serie for a purpose: expand a function. First I calculate f^0(x), f^1(x), f^2(x)…in x=0. At the same time I expand a Geometric Serie with a0, a1, a2…with its “reason”, and compare it with the so-called Taylor Serie,...
Sep 17, 2026 | Classical and advanced mathematics, Mathematics, Science
Is extremely easy; I only check the method to understand where it comes from… read more
