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TIGHT QUANTUM BOUNDS FOR COMPUTATIONAL GEOMETRY PROBLEMS
(World Scientific Publ Co Pte LtdSingaporeSingapura, 2009)
Flat tori, lattices and bounds for commutative group codes
(SPRINGER, 2008)
We show that commutative group spherical codes in R(n), as introduced by D. Slepian, are directly related to flat tori and quotients of lattices. As consequence of this view, we derive new results on the geometry of these ...
Best-case lower bounds in online learning
(2021)
Much of the work in online learning focuses on the study of sublinear upper bounds on the regret. In this work, we initiate the study of best-case lower bounds in online convex optimization, wherein we bound the largest ...
Bound constrained smooth optimization for solving variational inequalities and related problems
(2002-12-01)
Variational inequalities and related problems may be solved via smooth bound constrained optimization. A comprehensive discussion of the important features involved with this strategy is presented. Complementarity problems ...
Bound constrained smooth optimization for solving variational inequalities and related problems
(2002-12-01)
Variational inequalities and related problems may be solved via smooth bound constrained optimization. A comprehensive discussion of the important features involved with this strategy is presented. Complementarity problems ...
Water distribution in dentin matrices: Bound vs. unbound water
(Elsevier B.V., 2015-03-01)
Objective. This work measured the amount of bound versus unbound water in completely-demineralized dentin.Methods. Dentin beams prepared from extracted human teeth were completely demineralized, rinsed and dried to constant ...
Stochastic discount factor bounds and rare events: a review
(2016-03-22)
We aim to provide a review of the stochastic discount factor bounds usually applied to diagnose asset pricing models. In particular, we mainly discuss the bounds used to analyze the disaster model of Barro (2006). Our ...