-
eigenvector of a
matrix Characteristic word, a
subclass of
Sturmian word
Euler characteristic, a
topological invariant Method of
characteristics, a
technique for...
-
feature of
socialism with
Chinese characteristics".
According to
official explanations,
Socialism with
Chinese characteristics consists of a "path", a "theory"...
- In mathematics, the term "
characteristic function" can
refer to any of
several distinct concepts: The
indicator function of a subset, that is the function...
-
primary ****
characteristics, such as gonads, and
secondary ****
characteristics. In humans, ****
organs or
primary ****ual
characteristics,
which are those...
- for a very
quick group of nine flashes.
Quick characteristics can also be
followed by
other characteristics, e.g. VQ(6) LFl for a very
quick group of six...
-
obtained by
equating to zero the
characteristic polynomial of a
matrix or of a
linear mapping Method of
characteristics, a
technique for
solving partial...
-
Pioneering research was
conducted on
demand characteristics by
Martin Orne. A
possible cause for
demand characteristics is parti****nts'
expectations that they...
- In
linear algebra, the
characteristic polynomial of a
square matrix is a
polynomial which is
invariant under matrix similarity and has the eigenvalues...
-
topological spaces, then the
Euler characteristic of
their disjoint union is the sum of
their Euler characteristics,
since homology is
additive under disjoint...
- In mathematics, the
characteristic of a ring R,
often denoted char(R), is
defined to be the
smallest positive number of
copies of the ring's multiplicative...
