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| Date/Time | Thumbnail | Dimensions | User | Comment | |
|---|---|---|---|---|---|
| current | 09:22, 24 April 2008 | 128×128 (14 KB) | Bayo | (== Summary == {{Information |Description={{en|Square root of x formula. Symbol of mathematics.}} |Source=Derivative work from Image:Nuvola apps edu mathematics.png and Image:Nuvola apps edu mathematics-p.svg |Date= |Author= [[:en:David Vignoni|D) |
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- Axiom
- Algebraic extension
- Algebraic closure
- Bijection
- Calculus
- Cardinal number
- Chaos theory
- Euclidean space
- Googolplex
- Harmonic mean
- Information theory
- Isomorphism
- Logarithm
- Mathematician
- Milliard
- Max August Zorn
- Natural number
- Operand
- 1 (number)
- Quadrillion
- Set theory
- Symplectic manifold
- Vladimir Arnold
- 13 (number)
- Hamming distance
- Arity
- Upper and lower bounds
- Universal algebra
- Hyperreal number
- Surreal number
- Zorn's lemma
- Vector field
- 2 (number)
- Torus
- Babylonian numerals
- Infinitesimal
- English numerals
- Logarithmic scale
- Mathematical folklore
- Sierpinski number
- Seventeen or Bust
- 9 (number)
- Symplectic matrix
- 10 (number)
- 11 (number)
- 3 (number)
- 7 (number)
- 4 (number)
- 6 (number)
- 8 (number)
- Catalan number
- Closure (mathematics)
- Maximal element
- Symplectomorphism
- Weird number
- Riesel number
- 100 (number)
- 1000 (number)
- Harmonic divisor number
- 666 (number)
- Bhāskara II
- 10000 (number)
- Algebraic torus
- Names of large numbers
- List of important publications in mathematics
- List of axioms
- Surcomplex number
- 1000000000 (number)
- Portal:Mathematics/Intro
- Portal:Mathematics
- Wikipedia:Featured lists
- Bifurcation theory
- Plimpton 322
- Kynea number
- Babylonian mathematics
- Leyland number
- Prime gap
- Arnold's cat map
- 5 (number)
- Trillion
- User:Tompw/sandbox9
- User:Tompw/featured topics2
- Wikipedia:WikiProject Statistics
- Portal:Ancient Near East
- Portal:Ancient Near East/Related portals
- Template:Mathematics portal
- Wikipedia:2008 main page redesign proposal/tompw
- User:Tompw/mainpage/header
- Fundamental theorem of calculus
- Abstract algebra
