TRANSFORMADA QUÂNTICA E RELATIVISTA DE GRACELI

TRANSFORMADA GRACELI EM TENSORES SIMÉTRICOS.

transformada quântica e relativista Graceli.

G {f [t] } = F [ $A(v\otimes w)=A(w\otimes v)$ ] = [-1] / [ $A(v\otimes w)=A(w\otimes v)$ ] f [t] dt.

G {f [t] } = F [ $A(v\otimes w)=A(w\otimes v)$ = [-1] / [[ $A(v\otimes w)=A(w\otimes v)$ ] f [t] dt.

TREG = [x] [- 1] / $A(v\otimes w)=A(w\otimes v)$ de/ dt

G {f [t] } = F [ $A(v\otimes w)=A(w\otimes v)$ = [-1] / [ $A(v\otimes w)=A(w\otimes v)$ f [t] dt.

F [ $A(v\otimes w)=A(w\otimes v)$ ] = f [t] [cos - i sin( $A(v\otimes w)=A(w\otimes v)$ ] dt