- Look up
automorphic or
automorphism in Wiktionary, the free dictionary.
Automorphic may
refer to
Automorphic number, in
mathematics Automorphic form, in...
- In
harmonic analysis and
number theory, an
automorphic form is a well-behaved
function from a
topological group G to the
complex numbers (or
complex vector...
- In mathematics, an
automorphic number (sometimes
referred to as a
circular number) is a
natural number in a
given number base b {\displaystyle b} whose...
- In mathematics, an
automorphic function is a
function on a
space that is
invariant under the
action of some group, in
other words a
function on the quotient...
- 1970), it s****s to
relate Galois groups in
algebraic number theory to
automorphic forms and
representation theory of
algebraic groups over
local fields...
-
introduced by Petersson (1930), is a
generalization to
other modular forms or
automorphic forms. The
Riemann zeta
function and the
Dirichlet L-function satisfy...
-
constructing measures of
network similarity:
structural equivalence,
automorphic equivalence, and
regular equivalence.
There is a
hierarchy of the three...
- In mathematics, an
automorphic factor is a
certain type of
analytic function,
defined on
subgroups of SL(2,R),
appearing in the
theory of
modular forms...
-
Arithmetic Theory of
Automorphic Functions,
Princeton University Press, 1994. ISBN 0-691-08092-5 Gelbart, Stephen,
Automorphic Forms on
Adele Groups...
- are
projective linear transformations (also
known as homographies) and
automorphic collineations. For
projective spaces coming from a
linear space, the...
