- In mathematics, a
nonelementary antiderivative of a
given elementary function is an
antiderivative (or
indefinite integral) that is, itself, not an elementary...
- theory, a
nonelementary problem is a
problem that is not a
member of the
class ELEMENTARY. As a
class it is
sometimes denoted as
NONELEMENTARY. Examples...
- In mathematics,
trigonometric integrals are a
family of
nonelementary integrals involving trigonometric functions. The
different sine
integral definitions...
-
because most of the
nature of the
solution is
hidden in the
nonelementary integral (
nonelementary unless C 0 = 2 {\displaystyle C_{0}=2} ).
Another way to...
- July 18, 2018. NOTE:
Adult education,
community services and
other nonelementary-secondary
program expenditures are excluded. Gordon, Tracy; Iselin,...
-
immediately obvious, but can be
proven using the
Risch algorithm.
other nonelementary integrals,
including the
Dirichlet integral and
elliptic integral. It...
-
combinations under composition and
linear combination.
Examples of
these nonelementary integrals are the
error function ∫ e − x 2 d x , {\displaystyle \int...
-
cannot themselves be
expressed as
elementary functions.
These are
called nonelementary antiderivatives. A
standard example of such a
function is e − x 2 ,...
-
without the
factor of 2 / π {\displaystyle 2/{\sqrt {\pi }}} . This
nonelementary integral is a
sigmoid function that
occurs often in probability, statistics...
-
Reachability in
vector addition systems is Ackermann-complete (and
hence nonelementary). A
vector addition system consists of a
finite set of
integer vectors...
