Multivariate Calculus
Multivariate calculus
is a means of analyzing
deterministic
systems with multiple
degrees of freedom
. Functions with
independent variables
corresponding to each of the degrees of freedom are often used to model these systems, and the
calculus
provides tools for characterizing the
system dynamics
. Typical operations in multivariate calculus are
partial differentiation
and
integration
over
areas
or
volumes
. The differentiation operation formulates the rate of change of the system behavior with respect to one or more of the degrees of freedom. Inversely, integration averages the system behavior across the span of one or more of its constituent variables. Multivariate calculus is used in many fields of natural and social science and engineering to model and study high-dimensional systems that exhibit deterministic behavior. Non-deterministic, or
stochastic systems
, are better modeled using
regression
or other
statistical methods
.
See also
:
list of multivariable calculus topics
,
multivariate statistics
*
<< Previous
Word Browser
Next >>
brenger saunire
hms juno (f52)
ford thunderbird turbo coupe
adobe livemotion
343 guilty spark
carl hubbell
yao people
david neeleman
i just can't stop it (album)
themidaceae
elf (band)
this is a long drive for someone with nothing to think about
ti 84 plus series
macintosh xl
pigsticking
or (album)
adobe atmosphere
oil pollution act of 1990
karen
tony mcphee
srt
kurokawa kisho
karen (ethnic group)
speaking clock
zephyr (band)
california spangled cat
baby animals
leather goddesses of phobos
potholes reservoir
doreen, victoria
processing
catholic church in new zealand
epping, victoria
lalor, victoria
gateway park
thomastown, victoria
whittlesea, victoria (suburb)
john s. barry
blue murder
sino korea friendship bridge
mary katherine gallagher
henley, new zealand
hans gmr
thrill killing