User:Mathemens

Theorem 1. Mathemens is a Wikipedia user devoted to the fields of mathematics, logics, statistics and LaTeX.

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Proof. Let's suppose that Mathemens is not a Wikipedia user. Yet, this is a Wikipedia profile, so that's self-contradictory. Let's suppose that Mathemens is not a mathematic maniac. Yet by having "mathe" as first five letters of my nickname, that hardly can be true. The same can be held true for other three acknowledged interests. Q.E.D. --Mathemens (talk) 20:54, 30 April 2008 (UTC)

I'm a huge userboxes fan. Colossal userbox collection follows.

ruРусский — родной язык этого участника. ukУкраїнська мова для цього користувача є рідною. en-5This user can contribute with a professional level of English.

1337-XThis user has a good grasp of 1337 but prefers to contribute using proper words to bridge the gap between 1337 speakers and normal computer users. 1337/ IntS !This user understands leet, IM & texting slang, but won't use it. "411 ur LOL pwn ROFLMAO OMG b310ng 2" you, thanks. Nds-3This droog govoreets advanced Nadsat.

nws-4This user newspeaks plusgoodwise. src-nThis user has never spoken sarcastically in their life. Ever. Lolcat-4Dis yuza kan speeks lolkitteh wif neer neytiv lvl.

ubx-5This user uses entirely too many userboxes. ipa-2 əThis user has an intermediate understanding of the International Phonetic Alphabet. C-0This person does not understand C (or does not want to program in C).

Java-0This user has some undisclosed problems with Java. This user can program in Ruby. LaTeXThis user can typeset using LaTeX.

This user is an advanced mathematician. $\scriptstyle {\delta _{ii}=3}\,\;$ This user understands the summation convention. eπi+1=0This user is a mathie.

This user is interested in graph theory. This user thinks polar coordinates are pretty. $\int \limits _{a}^{b}\,$This user knows the difference between an integral and an antiderivative; and so should you!$\int \,$

(1), (n) → (n+1) This user loves Mathematical Induction. $\sum _{n=1}^{\infty }{\frac {n^{x}}{x!}}$This user understands capital sigma and pi notation, and you should too!$\prod _{n=1}^{\infty }{\frac {n^{x}}{x!}}$ SIThis user uses the metric system and loves it.

3+3=10This user likes senary. This user knows 14 digits of pi. $0.{\bar {9}}$=1 This user knows that 0.9...(repeating) is exactly 1 and can prove it, but wishes that other people could understand it the way he does.

This user is a statistician. This user is pretty sure that they are an outlier compared to everybody else. $\sum _{k=1}^{\infty }{x^{k} \over k!}$This user loves problem solving.

This user is a Wikipedian. This user has been a member of Wikipedia since May 1st, 2008. This user has created 0 articles on Wikipedia.

This user is in a great mood. This user comes from Ukraine. This user lives in Kyiv

✡This user is interested in Judaism. This user is a university student. MATHThis user's favorite subject is Mathematics.

~(p&~p)This user studies the concept of logic. This user is fascinated by chaos theory. This user is a participant in WikiProject Mathematics.