Add to ORKGInternational audienceThe method of alternating projections is a classical tool to solve feasibility problems. Here we prove local convergence of alternating projections between subanalytic sets A, B under a mild regularity hypothesis on one of the sets. We show that the speed of convergence is O(k −ρ) for some ρ ∈ (0, ∞)
We establish sufficient conditions for finite convergence of the alternating projections method for ...
AbstractBy using recently developed theory which extends the idea of weak convergence into CAT(0) sp...
AbstractIn this paper, we develop and analyze schemes for accelerating the convergence of the altern...
International audienceThe idea of a finite collection of closed sets having "linearly regular interse...
Abstract The idea of a finite collection of closed sets having “linearly regular inter-section ” at ...
We prove that if two smooth manifolds intersect transversally, then the method of alternating projec...
We study the usage of regularity properties of collections of sets in convergence analysis of altern...
Abstract The idea of a finite collection of closed sets having “linearly regular inter-section ” at ...
Abstract. We consider projection algorithms for solving (nonconvex) feasibility problems in Euclidea...
Dedicated to Boris Mordukhovich on the occasion of his 65th Birthday TheMethod of Alternating Projec...
We consider the method of alternating projections for finding a point in the intersection of two pos...
Generalized alternating projections is an algorithm that alternates relaxed projections onto a finit...
We observe that Sturm’s error bounds readily imply that for semidefinite feasibility problems, the m...
AbstractUsing the results of Smith, Solmon, and Wagner [K. Smith, D. Solomon, S. Wagner, Practical a...
By using recently developed theory which extends the idea of weak convergence into CAT(0) space we p...
We establish sufficient conditions for finite convergence of the alternating projections method for ...
AbstractBy using recently developed theory which extends the idea of weak convergence into CAT(0) sp...
AbstractIn this paper, we develop and analyze schemes for accelerating the convergence of the altern...
International audienceThe idea of a finite collection of closed sets having "linearly regular interse...
Abstract The idea of a finite collection of closed sets having “linearly regular inter-section ” at ...
We prove that if two smooth manifolds intersect transversally, then the method of alternating projec...
We study the usage of regularity properties of collections of sets in convergence analysis of altern...
Abstract The idea of a finite collection of closed sets having “linearly regular inter-section ” at ...
Abstract. We consider projection algorithms for solving (nonconvex) feasibility problems in Euclidea...
Dedicated to Boris Mordukhovich on the occasion of his 65th Birthday TheMethod of Alternating Projec...
We consider the method of alternating projections for finding a point in the intersection of two pos...
Generalized alternating projections is an algorithm that alternates relaxed projections onto a finit...
We observe that Sturm’s error bounds readily imply that for semidefinite feasibility problems, the m...
AbstractUsing the results of Smith, Solmon, and Wagner [K. Smith, D. Solomon, S. Wagner, Practical a...
By using recently developed theory which extends the idea of weak convergence into CAT(0) space we p...
We establish sufficient conditions for finite convergence of the alternating projections method for ...
AbstractBy using recently developed theory which extends the idea of weak convergence into CAT(0) sp...
AbstractIn this paper, we develop and analyze schemes for accelerating the convergence of the altern...