Abstract: An optimization algorithm, RENO, was proposed by K.C. Chen et al. (1991), in which a given network was minimized by optimally resynthesizing each ...
Page 1. Efficient Sum-To-One Subsets Algorithm for Logic Optimization. Abstract. Given a set of functions G. = 81 and each g;, i 1,. Kuang-Chien Chen. Fujitsu ...
Efficient sum-to-one subsets algorithm for logic optimization.
Jun 23, 2024 · You have m edges that each contain one item from X, one from Y, and one from Z. For each of the m edges {x,y,z} you construct the integer 2x+2y+ ...
Missing: Logic Optimization.
Subset sum variation: Get as many subset sums as possible
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Jan 1, 2017 · Given a collection of positive integers, extract as many subsets as possible that sum to a given value. Each item of the collection must only appear in one ...
Feb 22, 2016 · The dynamic programming approach solves the subset sum problem in a pseudo-polynomial time O(sN) where where s is the sum we want to find in set ...
Jul 16, 2024 · Given a set of non-negative integers and a value sum, the task is to check if there is a subset of the given set whose sum is equal to the given sum.
Mar 9, 2020 · Optimization problems can have related decision problems that are in NP, and these related decision problems can be NP-complete. For example, ...
Mar 19, 2024 · Given a set of positive integers, I am looking for method to algorithmically generate all possible subsets in order of their sum.
Missing: Efficient Logic
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Sep 18, 2023 · Using Divide and Conquer approach, we can find the maximum subarray sum in O(nLogn) time. Following is the Divide and Conquer algorithm.