Results 21 to 30 of about 5,109,809 (289)
Solving the Distributed Permutation Flow-Shop Scheduling Problem Using Constrained Programming
The permutation flow-shop scheduling problem is a classical problem in scheduling that aims at identifying the optimal sequence of jobs that should be processed in a number of machines in an effort to minimize makespan or some other performance criterion.
Christos Gogos
doaj +1 more source
Lower Bounds and Upper Bounds for MaxSAT [PDF]
This paper presents several ways to compute lower and upperbounds for MaxSAT based on calling a complete SAT solver. Preliminary results indicate that (i) the bounds are of high quality, (ii) the bounds can boost the search of MaxSAT solvers on some benchmarks, and (iii) the upper bounds computed by a Stochastic Local Search procedure (SLS) can be ...
Federico Heras +2 more
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MSE lower bounds conditioned by the energy detector [PDF]
A wide variety of processing incorporates a binary detection test that restricts the set of observations for parameter estimation. This statistical conditioning must be taken into account to compute the Cramer-Rao bound (CRB) and more generally, lower ...
Chaumette, Eric +6 more
core +1 more source
Contraction and Treewidth Lower Bounds
Edge contraction is shown to be a useful mechanism to improve lower bound heuristics for treewidth. A successful lower bound for treewidth is the degeneracy: the maximum over all subgraphs of the minimum degree.
Hans Bodlaender +2 more
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DLP in semigroups: Algorithms and lower bounds
The discrete logarithm problem (DLP) in semigroups has attracted some interests and serves as the foundation of many cryptographic schemes. In this work, we study algorithms and lower bounds for DLP in semigroups.
Han Jiao, Zhuang Jincheng
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Lower bounds for multi-pass processing of multiple data streams [PDF]
This paper gives a brief overview of computation models for data stream processing, and it introduces a new model for multi-pass processing of multiple streams, the so-called mp2s-automata.
Schweikardt, Nicole
core +1 more source
Lower Bounds on the Redundancy of Huffman Codes With Known and Unknown Probabilities
In this paper, we provide a method to obtain tight lower bounds on the minimum redundancy achievable by a Huffman code when the probability distribution underlying an alphabet is only partially known.
Ian Blanes +3 more
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Lower Bounds for Matrix Factorization [PDF]
We study the problem of constructing explicit families of matrices which cannot be expressed as a product of a few sparse matrices. In addition to being a natural mathematical question on its own, this problem appears in various incarnations in computer science; the most significant being in the context of lower bounds for algebraic circuits which ...
Kumar, Mrinal, Volk, Ben Lee
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The global rate of convergence for optimal tensor methods in smooth convex optimization [PDF]
In this work we consider Monteiro - Svaiter accelerated hybrid proximal extragradient (A-HPE) framework and accelerated Newton proximal extragradient (A-NPE) framework.
Alexander Vladimirovich Gasnikov +4 more
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