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...
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
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...
QUANTIC Nº’S
According to classical phisics there are a row of nº's quantics that define the state of an electron (each one independent of the others)... read...
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
TAYLOR SERIES
a new approach to some functions using taylor series... read more
CONTINUATION OF BINOMIALS WITH EXPONENT FRACTIONARY V
Keeping on with binomials with exponent fractionary, this time I propose an example combining nº terms, nº exponents, nº coefficients, that works...
POLINOMIAL APPROACH
Using an unknown coefficient (e) located whatever in a so-called polinomial (of thirth, fourth, etc.. degrees). Then, apply both the Taylor Serie...
TAYLOR SERIE OF A LOGARITMIC FUNCTION
Using The Taylor Serie to discover others paths of represent non-obvious functions such as f(x)=Ln(Sinx)... read more
TRIANGULAR AND INVERSE INEQUALITIES
Leading some information about vectors and algebra that have utility in solving "contour integrals", distances of vectors, or whatever... read more
“NORMAL VECTOR” RESPECT TO A PLANE
"Give light to" some algebra concepts; normal vectors, unitary vectors, canonic basis... read more
TAYLOR SERIES IN PARTIAL DERIVATIVES
According to the expression of Taylor Series upon partial derivatives we can make a fusion of both to obtain elegan equalities... read more
APOTHEMAS AND AREAS OF DIFFERENT FIGURES
Curious method that bonds the volume derivative with its area (enhances all the figures I can imagine only by enrolling its apotheme in a specific...
FACTORIAL
Tricky equalities in the " field" of factorials. They are uncommon but mathematically true... read more
RESPECT TO CAOS
A sequence of equalities extracted from Perron- Frobenius in which I make up my mind to assimilate the results of probability by using quantum...
