My view of science

Using The Taylor Serie to discover others paths of represent non-obvious functions such as f(x)=Ln(Sinx)... read more

Leading some information about vectors and algebra that have utility in solving "contour integrals", distances of vectors, or whatever... read more

A pencil-made method to represent the Taylor Serie of a function: y=(e^-ax)/1-e^-ax)... read more

"Give light to" some algebra concepts; normal vectors, unitary vectors, canonic basis... read more  

According to the expression of Taylor Series upon partial derivatives we can make a fusion of both to obtain elegan equalities... read more

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...

A complex system of calculus (as usuall) in which dimensions are responsible in order to find the correct expression of Lines, Surfaces, Volumes......

Tricky equalities in the " field" of factorials. They are uncommon but mathematically true... read more

How to calculate areas of closed surfaces using an "apotema's rule". It's an extract of a theorem in which Area'(s)= r.Length(s) where r= radius and...

Expansion of the Taylor Serie using two variables: x , y. So the derivative of the function will be more difficult because we must use partial...

An expansion about the knowledge of the tangent line in a 3-D surface. The different parts of the lengths give an idea of the meaning of a...