Recently I've suggested adding a new tag
transcendentals (and that encountered a slight opposition), categorizing questions involving essentially transcendental numbers and transcendentals equations.
Transcendental numbers are the complement of algebraics in reals or complexes. Transcendental equations are those which cannot be simplified to algebraic equations, i.e (involving only polynomials).
The crucial term in the working definition above is essentially. This should suppress trivial remarks like e.g. everything not being algebraic is transcendental.
There are many tags collecting a few or even only one question. This new tag could collect right now at least 5 questions. I point out here only one of mine Finding long strings of identical digits in transcendental numbers. There was only one answer (being rather a nice workaround of the problem) to this question.
I'm convinced that tag would be some kind of ordering to the increasing number of questions on
Although problems involving transcendentals are not easily solvable algorithmically, nevertheless I find such a type of questions promising good answers, solutions, etc.
What are your opinions, views, advices on adding (hopefully) this tag ?