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...
My view of science
Publications made in the clearest and most synthesized way possible (numerical language is international). Choose the one you want to visit. They may contain bugs, so if you spot any, please let me know
F FUNCTION EXPRESSED IN GEOMETRIC SERIE
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...
DEMONSTRATION FORMULA OF INTEGRALS BY ALEMÁN METHOD + DEMONSTRATION FORMULA OF SOLVING INTEGRAL “BY PARTS”
Is extremely easy; I only check the method to understand where it comes from... read more
CALCULUS OF SURFACES
We now deep in calculus of surfaces (this time we deal with cartesian coordinates: t, x1, x2 ) moreover the definite integral will contain 3 terms...
ARCLENGTH= CALCULUS OF DISTANCES
Using the definite integral and the "infinitessimal" Pitagores theorem we can work out the distance of a line ora curve from "a" to "b"... read...
BINOMIAL WITH FRACTIONARY EXPONENTS IV
Make a table (1: nº therm, 2: sum of coefficients, 3: sum of exponents) of the whole expansion of binomial of Newton, in order to approach a method...
TAYLOR SERIES OF TANGENT
Knowing the Sinx and Cosx series, I can expand tgx by using Taylor Series or by using the Basilea problem method of Euler... read more
CIRCULAR OUTLINE AREA
it may seem obvious and pointless but at least it's funny... read more
Mandelbrot Dimensions
Knowing that in a “euclidean” 1- dimension plane: . read more
