-
cuspidal representations are
certain representations of
algebraic groups that
occur discretely in L 2 {\displaystyle L^{2}} spaces. The term
cuspidal...
-
Cuspidal point can
refer to:
Cuspidal point of a curve, see Cusp (singularity)
Cuspidal point of a surface, see
Pinch point (mathematics) This disambiguation...
- In mathematics, a
cuspidal cubic or
semicubical parabola is an
algebraic plane curve that has an
implicit equation of the form y 2 − a 2 x 3 = 0 {\displaystyle...
- 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, a cusp,
sometimes called spinode in old texts, is a
point on a
curve where a
moving point must
reverse direction. A
typical example is...
- {\displaystyle f} is
cuspidal at the cusp c {\displaystyle c} if f ′ {\displaystyle f'} is
cuspidal at infinity. If f {\displaystyle f} is
cuspidal at
every cusp...
-
functional equations).
Langlands then
generalized these to
automorphic cuspidal representations,
which are
certain infinite dimensional irreducible representations...
- combinatorics, and physics. A
common example of an eigenform, and the only non-
cuspidal eigenforms, are the
Eisenstein series.
Another example is the Δ function...
-
represents points (c, d, e)
where the
polynomial has a
repeated root. The
cuspidal edge
corresponds to the
polynomials with a
triple root, and the self-intersection...
- In mathematics,
Eichler cohomology (also
called parabolic cohomology or
cuspidal cohomology) is a
cohomology theory for
Fuchsian groups,
introduced by Eichler (1957)...
