Octonions & Sedenions
Welcome to the Mathematical world of 8 and 16 dimensional hypercomplex numbers 
where strange laws hold
§ Basic Algebra
     A summary of the basic properties of an eight
dimensional hypercomplex number system

§ Representation
     No matrices are used here

§ Functions
     How to construct useful octonion functions

§ References
   Ink-on-paper reading material




... § Basic Algebra
     Basic algebraic properties of a sixteen
dimensional number system

§ Representation
     One easy step from octonions

§ Zero Divisor Example
     SZ = 0, but neither S nor Z is zero


What did Feynman 
say to Tomonaga ?



§§ Construction
     How are they related to Octonions & Sedenions ?

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Last updated on 20th August, 2009

Octonions & Sedenions   © 2000-2009Mari Imaeda