A Lesson About Permittivity And Impedance

The Main Influence that is to be formed by the point-commutative force, is the i*PI(del) Action.  The i*PI(del) Action, indirectly helps to work to allow for the conservation of homotopic residue.  Consequently; the i*PI(del) Action indirectly works to allow for the substringular-related proximal local presence of discrete energy permittivity. Furthermore; the Main influence that is to be formed by the force of pressurized vacuum, is the condition of force-fields.  Such just mentioned force-fields, indirectly help to work to form the needed multiplicit gauging of the Polyakov Action. The multiplicit condition of force-fields, also indirectly helps to work to allow for the substringular-related proximal local presence of discrete energy impedance.  Such a general case in the multiplicit presence of the  inferred metric-gauge-related force-fields, is basically equivalent to the condition of the quotient of the Majorana-Weyl-Invariant-Mode when divisible by the i*PI(del) Action. Sam.