** Steinhaus – Moser notation

** Moser polygon notation

** polygon triangulation, division of a polygon into triangles

** Patrick-Gilles Maillot 2D polygon clipping using integer or floating point-Sun Microsystems ' patent # 5079719, 1989.

** Knuth's up-arrow notation, a method of notation of very large integers

** Key signature, an indication of the key in musical notation

** in notation related to Big O notation to describe the asymptotic behavior of functions.

** In notation related to Big O notation, the asymptotically dominant nature of functions

** Z ++ and Object-Z: object extensions for the Z notation

** Alloy, a specification language inspired by Z notation and implementing the principles of Object Constraint Language ( OCL ).

** 1 E + 9 m < sup > 2 </ sup > in scientific notation

** 1 E + 6 m < sup > 2 </ sup > or 10 < sup > 6 </ sup > m < sup > 2 </ sup > in scientific notation

** cum tempore ( with time ); notation used at universities in German, Austrian, Swiss and Scandinavian countries for starting 15 minutes late.

** Bra-ket notation can be used to manipulate wave functions.

** Coloration, a technique of marking notes, in mensural notation

** String literal, the notation for representing a string value within the text of a computer program

** 174 articles on notation

** Feynman slash notation

** Conway chained arrow notation

** Knuth's up-arrow notation

** All types of notation in probability

** Big O notation, used for example in analysis to represent less significant elements of an expression, to indicate that they will be neglected

** Z notation, a formal notation for specifying objects using Zermelo-Fraenkel set theory and first-order predicate logic

It is an extension of Steinhaus ’ s polygon notation.

# REDIRECT Steinhaus – Moser notation

In mathematics, Steinhaus – Moser notation is a means of expressing certain extremely large numbers.

# REDIRECT Steinhaus – Moser notation # Moser. 27s_number

# REDIRECT Steinhaus – Moser notation

# REDIRECT Steinhaus – Moser notation

Leo Moser ( April 11, 1921, Vienna — February 9, 1970, Edmonton ) was an Austrian-Canadian mathematician, best known for his polygon notation.

* Leo Moser, mathematician ( Moser polygon notation )

* Moser polygon notation, a means of expressing certain extremely large numbers

Klein called these diagrams Linienzüge ( German, plural of Linienzug " line-track ", also used as a term for polygon ); he used a white circle for the preimage of 0 and a '+' for the preimage of 1, rather than a black circle for 0 and white circle for 1 as in modern notation.