- In
differential geometry, a
Sasakian manifold (named
after Shigeo Sasaki) is a
contact manifold ( M , θ ) {\displaystyle (M,\theta )}
equipped with a special...
-
particular contact structure on the (2n + 1)-dimensional
vector space. The
Sasakian manifolds comprise an
important class of
contact manifolds.
Every connected...
- textbook)
Sasakian Geometry was
published shortly after Galicki's death. In 2012
Boyer was
elected a
fellow of the
American Mathematical Society.
Sasakian manifold...
-
North Holland 1982 with
Masahiro Kon: CR
Submanifolds of Kählerian and
Sasakian Manifolds, Birkhäuser 1983 2012
reprint with
Masahiro Kon:
Structures on...
- \mathrm {ker} \ d\alpha ,\ \alpha (R)=1} , in particular, in the
context of
Sasakian manifold. Let ξ {\displaystyle \xi } be a
contact vector field on a manifold...
- Kähler
manifold Lie
group Pseudo-Riemannian
manifold Riemannian manifold Sasakian manifold Spin
manifold Symplectic manifold Banach manifold Fréchet manifold...
- been used to
construct finite Egyptian fraction representations of 1,
Sasakian Einstein manifolds, and hard
instances for
online algorithms. Formally...
-
specializing in
Riemannian geometry,
especially of Kähler
manifolds and
Sasakian manifolds. She is
Marie Louise Bailey Professor of
Mathematics at Union...
- constant, and many of
these in turn give rise to compact, non-singular 3-
Sasakian Einstein manifolds of
dimension 4 n + 3 {\displaystyle 4n+3} . Questions...
-
Symplectomorphism Contact structure Contact geometry Hamiltonian system Sasakian manifold Poisson manifold Möbius
transformation Conformal map conformal...
