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Invariant almost complex structures on real flag manifolds
(Springer Heidelberg, 2018-12)
In this work, we study the existence of invariant almost complex structures on real flag manifolds associated to split real forms of complex simple Lie algebras. We show that, contrary to the complex case where the invariant ...
INVARIANT CONTROL SETS ON FLAG MANIFOLDS
(Springer-verlag London LtdGodalmingInglaterra, 1993)
Functions and vector fields on C(ℂPn)-singular manifolds
(2015-12-01)
In this paper we study functions and vector fields with isolated singularities on a C(ℂPn)-singular manifold. In general, a C(ℂPn)-singular manifold is obtained from a smooth (2n + 1)-manifold with boundary which is a ...
Slow–fast systems and sliding on codimension 2 switching manifolds
(2019-01-01)
In this work, we consider piecewise smooth vector fields X defined in R n \ ∑, where Σ is a self-intersecting switching manifold. A double regularization of X is a 2-parameter family of smooth vector fields X ε.η , ε,η > ...
Order-chaos-order and invariant manifolds in the bounded planar Earth–Moon system
(2020-12-01)
In this work, we investigate the Earth–Moon system, as modeled by the planar circular restricted three-body problem, and relate its dynamical properties to the underlying structure associated with specific invariant ...
EQUIGEODESICS ON FLAG MANIFOLDS
(Univ HoustonHoustonEUA, 2011)
Invariant Almost Complex Geometry On Flag Manifolds: Geometric Formality And Chern Numbers
(Springer HeidelbergHeidelberg, 2017)
Possible universal quantum algorithms for generalized Turaev-Viro invariants
(SPIE-INT SOC OPTICAL ENGINEERING, 2011-01-01)
An emergent trend in quantum computation is the topological quantum computation (TQC). Briefly, TQC results from the application of quantum computation with the aim to solve the problems of quantum topology such as topological ...
FUNCTIONS AND VECTOR FIELDS ON C(CPn)-SINGULAR MANIFOLDS
(Juliusz Schauder Ctr Nonlinear Studies, 2015-12-01)
In this paper we study functions and vector fields with isolated singularities on a C(CPn)-singular manifold. In general, a C(CPn)-singular manifold is obtained from a smooth (2n+1) -manifold with boundary which is a ...
The eta function and eta invariant of Z2r -manifolds
(Elsevier Science, 2017-04)
We compute the eta function #x03B7;(s) and its corresponding η-invariant for the Atiyah–Patodi–Singer operator D acting on an orientable compact flat manifold of dimension =4h−1, ≥1, and holonomy group F≃Z2r , r∈N. We show ...