Abstract:
The Jacobson topology on the primitive spectrum of the $C^*$-algebra generated by singular integral operators on a complex contour with semi-almost-periodic and piecewise continuous coefficients is described. The present work is a continuation of the author's previous work, where all primitive ideals of this $C^*$-algebra were listed.
Keywords:singular integral operator, semi-almost periodic coefficients, spectrum of a $C^*$-algebra, Jacobson topology, primitive ideals.