Binary polynomial multiplicationbinary fieldblock recombinationfour-way split formulassubquadratic space complexitythree-waytwo-waySome applications like cryptography involve a large number of multiplications of binary polynomial. In this paper, we consider two-, three-, and four-way methods for parallel ...
Unfortunately, most of the well-known quantum algorithms are too demanding to be run on currently available quantum devices. Moreover, even the state-of-the-art algorithms developed for the NISQ era often suffer from high space complexity requirements for particular problem classes. In this paper,...
In this paper, we present a new method for parallel binary finite field multiplication which results in subquadratic space complexity. The method is based on decomposing the building blocks of the Fan-Hasan subquadratic Toeplitz matrix-vector multiplier. We reduce the space complexity of their archite...
Typically, an implementation of in-order traversal of a binary tree hasO(h)space complexity, wherehis the height of the tree. Write a program to compute the in-order traversal of a binary tree usingO(1)space. In-order traversal without recursion with O(h) space, where h is the tree's...
The BDD Space Complexity of Different Forms of Concurrency. Examines the use of binary decision diagrams (BDD) in evaluating automated verification of concurrent systems. Discussion on how systems consisting of sync... Baldamus,Michael,Schneider,... - 《Fundamenta Informaticae》 被引量: 3发表: 200...
In summary, this algorithm constructs the auxiliary network (or, equivalently, a bipartite graph) and determines from an unassigned row k to an unassigned column j an alternative path of minimal total reduced cost and uses it to augment the solution26. In practice, despite time complexity O(L3...
This means that after sufficient time, subject to the complexity of the problem, the solutions are good enough for use, which may not be strictly optimal though. This is a great boon as the exact methods would not even have managed to return a single solution. The sampling-based motion ...
Any preassigned space complexity can be realised as the word problem of a finitely presented group: see Avenhaus and Madlener [1977], Waack [1981] and Tretkoff [1988]. However, at present, there is no natural class of groups for which the word problem has been proven to be NP-complete...
The goal of this article is to illustrate the different phases and complexity of the institutionalisation of KT, in particular the university-industry linkages, and the relevance that the emergence of KTOs can have in this change. This research defines institutionalisation as an evolving process that...
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