A Generalized Study of the Conjugate and Inner-Product Functions
Description:
The usual practice in any discussion of an inner-product space is to restrict the field over which the inner-product space is defined to the field of complex numbers. In defining the inner-product function, (x,y), a second function is needed; namely the conjugate function (x,y)* so that (x,y) ± (y,x)*. We will attempt to generalize this concept by investigating the existence of a conjugate function defined on fields other than the field of complex numbers and relate this function to an inner-pr…
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Date:
June 1967
Creator:
Wright, Dorothy P.
Partner:
UNT Libraries