Synopsis of Linear Associative Algebra. a Report On Its Natural Development And Results Reached Up to the Present Time

Cover Synopsis of Linear Associative Algebra. a Report On Its Natural Development And Results Reached Up to the Present Time
Synopsis of Linear Associative Algebra. a Report On Its Natural Development And Results Reached Up to the Present Time
James Byrnie Shaw
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f (t) ^ > 0.
[In this expression (t) acts on ^ as a linear vector operator]. If t is hermitian there is one and only one hermitian ^ such that ^*=: r, or ^ = r*.
Theorem. That an n-ary group O can be rendered real and orthogonal by a convenient choice of variables, the following conditions are necessary and sufficient : (1) O possesses two absolute invariants : a hermitian form / . ^ (r) ^ and an n-ary quadratic form of determinant unity, P = /. ^(p)^.
(2) O having been rendered unitary by bein
...g put into the form r* (rr"*, in the transform of P, p is unitary.
606. Theorem. Every tettarion is the product of a unitary tettarion by a hermitian tettarion.
To put a into such a form we take r* = aa and v = ar"^; then a = i/r.
The literature of bilinear forms furnishes many investigations along these lines.
I Cf. Tabbb 6, 7, and other papers on matrices. ' Autonnb 1, 2, 3, 4.
Digitized by Google MODULAR 8TSTBMS 133 XXVllL DIFFERENTIAL EQUATIONS.
607. Pfaff^s Equation. To the solution of the equation Xidxi + X^dx2+ + ^m dxm = Grassmann ^ applied the methods of the Auadehntmgslehre.


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