imagine

you exit to where there is no exit

just to look at what’s inside

and build more bubbles out in the nowhere

not to feel alone in the dark,

but this transforms nothing to something

by this simple given thought

and then you run back into symmetries

for a meaning all in all,

on a stage of equal weights

on which singulars are stars

## Imagine

## Differentiation cheat sheet

This post serves as a cheat sheet for differentiation. It just includes the most basic of the rules to be remembered when computing derivatives. First a little reminder on the notation being used in differentiation. Leibniz’s notation for the first derivative of a function f(x) is Newton’s notation for the first derivative of a function […]

## On critical points of functions

There is a really large number of applications in engineering, in which the identification of critical points of a function is crucial for the analysis and modeling of a process or a system. Generally, one may identify three kinds of critical points, that is (a) maxima, (b) minima and (c) saddle or stationary inflection points. […]

## A short note on functionals, conserva...

The thing starts with invariance, conservation and symmetry… Invariant is something that is unchanged by a coordinate transformation. Conserved is something that is unchanged by a process within a given coordinate system. Symmetry could be considered a broader property of some ‘universe’ in which some entity of interest remains the same under a specific operation. […]