Resumen de Continua that admit expansive Z^n+1 actions but not expansive Z^n actions
For each set of positive integers k and n, a k-dimensional continuum is constructed that admits an expansive Zn+1 action but does not admit an expansive Zn action.
For each set of positive integers k and n, a k-dimensional continuum is constructed that admits an expansive Zn+1 action but does not admit an expansive Zn action.
