  The deleting items and disturbing mesh theorems of Riemann Integral are
extended to multiple integral,line integral and surface integral respectively
by constructing various of incomplete Riemann sum and non-Riemann sum sequences
which converge to the same limit of classical Riemann sum. And, the deleting
items and disturbing mesh formulae of Green's theorem, Stokes' theorem and
divergence theorem (Gauss's or Ostrogradsky 's theorem) are also deduced. Then,
the deleting items and disturbing mesh theorems of general Stokes' theorem on
differential manifold are also derived.
