Add to ORKGThe classes of continiuous-time flows on R-nxp that induce the same flow on the set of p-dimensional subspaces of R-n are described. The power flow is briefly reviewed in this framework, and a subspace generalization of the Rayleigh quotient flow [Linear Algebra Appl. 368C, 2003, pp. 343-357] is proposed and analyzed. This new flow displays a property akin to deflation in finite time
This paper establishes a theory of nonlinear spectral decompositions by considering the eigenvalue p...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Let g be a real semisimple Lie algebra ...
International audienceWe prove a theorem that generalizes Schmidt's Subspace Theorem in the context ...
peer reviewedThe classes of continuous-time flows on Rn×p that induce the same flow on the set of p...
A continuous-time differential equation inspired by the Rayleigh quotient iteration for a symmetric ...
AbstractA continuous-time differential equation inspired by the Rayleigh quotient iteration for a sy...
Consider a space M endowed with two or more Lie group actions. Under a certain condition on the orbi...
AbstractLarge classes of self-similar (isospectral) flows can be viewed as continuous analogues of c...
AbstractThis paper is primarily concerned with linear time-varying ordinary differential equations. ...
AbstractWe present a family of flows which includes continuous analogues of the unshifted and shifte...
We examine nonlinear scale-spaces in the general form ut = P (u(t)), where P is a bounded nonlinear ...
Watkins DS, Elsner L. On Rutishauser's approach to self-similar flows. SIAM Journal on matrix analys...
We prove the existence of the global flow fU t g generated by a vector field A from a Sobolev class ...
In 1991, Sonnevend, Stoer, and Zhao [Math. Programming 52 (1991) 527--553] have shown that the centr...
International audienceThis paper establishes a theory of nonlinear spectral decompositions by consid...
This paper establishes a theory of nonlinear spectral decompositions by considering the eigenvalue p...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Let g be a real semisimple Lie algebra ...
International audienceWe prove a theorem that generalizes Schmidt's Subspace Theorem in the context ...
peer reviewedThe classes of continuous-time flows on Rn×p that induce the same flow on the set of p...
A continuous-time differential equation inspired by the Rayleigh quotient iteration for a symmetric ...
AbstractA continuous-time differential equation inspired by the Rayleigh quotient iteration for a sy...
Consider a space M endowed with two or more Lie group actions. Under a certain condition on the orbi...
AbstractLarge classes of self-similar (isospectral) flows can be viewed as continuous analogues of c...
AbstractThis paper is primarily concerned with linear time-varying ordinary differential equations. ...
AbstractWe present a family of flows which includes continuous analogues of the unshifted and shifte...
We examine nonlinear scale-spaces in the general form ut = P (u(t)), where P is a bounded nonlinear ...
Watkins DS, Elsner L. On Rutishauser's approach to self-similar flows. SIAM Journal on matrix analys...
We prove the existence of the global flow fU t g generated by a vector field A from a Sobolev class ...
In 1991, Sonnevend, Stoer, and Zhao [Math. Programming 52 (1991) 527--553] have shown that the centr...
International audienceThis paper establishes a theory of nonlinear spectral decompositions by consid...
This paper establishes a theory of nonlinear spectral decompositions by considering the eigenvalue p...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Let g be a real semisimple Lie algebra ...
International audienceWe prove a theorem that generalizes Schmidt's Subspace Theorem in the context ...