- mathematics, the
covariant derivative is a way of
specifying a
derivative along tangent vectors of a manifold. Alternatively, the
covariant derivative is...
- and a
covariant vector is a list of
numbers that
transforms in the same way.
Contravariant vectors are
often just
called vectors and
covariant vectors...
- and
covariants for
forms of
degree up to 10,
though the
tables have a few
minor errors for
large degrees,
mostly where a few
invariants or
covariants are...
- is a
subtype of "list of Animal"
because the list type
constructor is
covariant. This
means that the
subtyping relation of the
simple types is preserved...
- Brion, Sur les
modules de
covariants, Ann. Sci. École Norm. Sup. (4) 26 (1993), 1 21. M. Van den Bergh,
Modules of
covariants,
Proceedings of the International...
-
Ferdinand Frobenius. Each
covariant is a
projection on the
eigenspace ****ociated with the
eigenvalue λi.
Frobenius covariants are the
coefficients of Sylvester's...
-
Covariant (formerly
Embodied Intelligence) is an
American artificial intelligence and
robotics technology company. It is
headquartered in Emeryville,...
- representation). An
equation is said to be
Lorentz covariant if it can be
written in
terms of
Lorentz covariant quantities (confusingly, some use the term invariant...
- In physics, a
covariant transformation is a rule that
specifies how
certain entities, such as
vectors or tensors,
change under a
change of basis. The...
-
space that they do in flat space. A
physical law
expressed in a
generally covariant fashion takes the same
mathematical form in all
coordinate systems, and...
