- In mathematics,
theta functions are
special functions of
several complex variables. They show up in many topics,
including Abelian varieties,
moduli spaces...
-
particularly q-analog theory, the
Ramanujan theta function generalizes the form of the
Jacobi theta functions,
while capturing their general properties...
-
statistical model. Intuitively, the
likelihood function L ( θ ∣ x ) {\displaystyle {\mathcal {L}}(\
theta \mid x)} is the
probability of
observing data...
-
complex variables.
Theta function may also
refer to: q-
theta function, θ(z;q){\displaystyle \
theta (z;q)}, a type of q-series
Theta function of a lattice,...
- Ma**** form, and a mock
theta function is
essentially a mock
modular form of
weight 1/2. The
first examples of mock
theta functions were
described by Srinivasa...
- the Riemann–Siegel
theta function is
defined in
terms of the
gamma function as θ(t)=arg(Γ(14+it2))−logπ2t{\displaystyle \
theta (t)=\arg \left(\Gamma...
- In mathematics, the
Neville theta functions,
named after Eric
Harold Neville, are
defined as follows: θ c ( z , m ) = 2 π q ( m ) 1 / 4 m 1 / 4 K ( m...
- +2b\cdot \cos \
theta \sin \
theta +c\cdot \sin ^{2}\
theta )}},\\\sigma _{Y}^{2}&={\frac {1}{2(a\cdot \sin ^{2}\
theta -2b\cdot \cos \
theta \sin \
theta +c\cdot...
-
Theta (UK: /ˈθiːtə/, US: /ˈθeɪtə/;
uppercase Θ or ϴ;
lowercase θ or ϑ;
Ancient Gr****: θῆτα
thē̂ta [
tʰɛ̂ːta]; Modern: θήτα thī́ta [ˈθita]) is the eighth...
- {R} )} . An
example is the
Jacobi theta function θ ( z , τ ) = ∑ n = − ∞ ∞ e 2 π i n z + i π n 2 τ {\displaystyle \
theta (z,\tau )=\sum _{n=-\infty }^{\infty...
