Results 251 to 260 of about 578,093 (288)

A-Poset with Multiplicative Operation

2015
In this paper we will prove that the new structure called A-poset, defined by Fric and Skřivanek (Generalized random events, 2015) is equivalent to D-posets and effect algebras. In next section we introduce a multiplicative operation on A-postes and prove that these two structures are isomorphic.
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Multiplicity, calculuses, and multiplication operators

Siberian Mathematical Journal, 1988
See the review in Zbl 0648.47003.
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Operations with multiple unmanned systems

2012 IEEE/RSJ International Conference on Intelligent Robots and Systems, 2012
In the video we present results obtained from experiments we ran with multiple unmanned vehicles. The vehicles used in the experiments were made in the LSTS, which is introduced in the beginning of the video. A formation control problem using an Autonomous Surface Vehicle and an Autonomous Underwater Vehicle is presented first, then followed by a ...
Hugo Dias, Pedro Calado, Ricardo Bencatel, Ricardo Gomes, Sérgio Ferreira, João B. Sousa   +5 more
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Synchronizing operations on multiple objects

1998
Parallel programming on distributed memory systems is one of the most challenging research areas in parallel computing today. Objectbased parallel programming languages are an important class of languages for such systems. Shared objects allow the programmer to deal with data partitioning, communication, and synchronization in a highlevel manner ...
Tim Rühl, Henri E. Bal
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A multiplication operation for the hierarchy of norms

Annals of Pure and Applied Logic, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Block, A.C., Löwe, B.
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Reconfigurable Multiple Operation Array

2005
In this paper, we investigate the collapsing of eight multi-operand addition related operations into a single and common (3:2) counter array. We consider for this unit multiplication in integer and fractional representations, the Sum of Absolute Differences (SAD) in unsigned, signed magnitude and two's complement notation.
Humberto Calderon, Stamatis Vassiliadis
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Multiplication and Compact-friendly Operators

Positivity, 1997
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Abramovich, Y. A., Aliprantis, C. D., Burkinshaw, O.   +2 more
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Multiple operation memory structures

Proceedings of the 22nd annual workshop on Microprogramming and microarchitecture - MICRO 22, 1989
This paper describes architectures based on a new memory structure. Memory systems which can perform multiple transfers are described and issues in processor architecture are considered. A general model for memory operations is given, and the classical single transfer memory structures are described. Based on the generalized model, new structures which
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On Restriction Properties of Multiplication Operators

Zeitschrift für Analysis und ihre Anwendungen, 1999
A multiplication operator A acting in a rearrangement-invariant function space E is considered. Infinite dimensional subspaces
Plichko, A., Shevchik, V.
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Convexity of the spectrum of a multiplication operator

The paper under review proves the following results: Each compact subset of the complex plane is the spectrum of a multiplication operator \(A\) on \(L^2(\nu)\), where \(\nu\) is the Lebesgue meaure on \(\mathbb{R}^2\) restricted on \(F\). Let \(C^*(A)\) be the \(C^*\)-algebra generated by \(A\). Then \(F\) is convex if and only if the pure state space
Heydari, Mohammad Taghi, Khademi, Seyyed Nematollah   +1 more
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