Please explain: what will be ZERO or Nonzero for a logical type?
Every Nonzero element in a finite field is a root of unity in that field.
If the divergence is Nonzero at some point then there is compression or expansion at that point.
Definition: the Degree of a Nonzero polynomial is the greatest degree of the degrees
of its members(a single term).
Then a dialog box pops up to tell you how many Nonzero value cells existing in the selected range.
There was a Nonzero probability that all the work my colleagues and students and I had
done was just imaginary.
It is the logical and physical structure for the'OSPF domain' and
is attached to all Nonzero areas in the OSPF domain.
When this method is not defined, __len__() is called, if it is defined,
and the object is considered true if its result is Nonzero.
Also, an object that doesn't define a __Nonzero__() method and whose __len__()
method returns zero is considered to be false in a Boolean context.
For instance, Fermat's little theorem for the Nonzero integers modulo a prime generalizes to Euler's
theorem for the invertible numbers modulo any Nonzero integer, which generalizes to Lagrange's theorem for finite groups.
For almost all R(all of the 6-dimensional set of rotations except for a 3-dimensional subset), the rotation angles α in plane A and β in plane B-
both assumed to be Nonzero- are different.