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检索条件"任意字段=8th International Symposium on Symbolic and Numeric Algorithms for Scientific Computing"

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Parallel Integer Polynomial Multiplication 18

Parallel Integer Polynomial Multiplication

引用

18th international symposium on symbolic and numeric algorithms for scientific computing (SYNASC)

作者： Chen, Changbo Covanov, Svyatoslav Mansouri, Farnam Maza, Marc Moreno Xie, Ning Xie, Yuzhen Univ Western Ontario Dept Comp Sci London ON N6A 5B7 Canada

We propose a new algorithm for multiplying dense polynomials with integer coefficients in a parallel fashion, targeting multi-core processor architectures. Complexity estimates and experimental comparisons demonstrate... 详细信息

ISBN: (纸本)9781509057078

关键词： Polynomial algebra symbolic computation parallel processing cache complexity multi-core architectures

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Distributed Resource Identification Service for Cloud Environments

Distributed Resource Identification Service for Cloud Enviro...

引用

15th international symposium on symbolic and numeric algorithms for scientific computing (SYNASC)

作者： Panica, Silviu Petcu, Dana West Univ Timisoara Res Inst E Austria Timisoara Romania

ISBN: (纸本)9781479930357

Resource identification in massive deployed distributed systems, like the cloud environments, is a common problem when multiple types of resources need to be managed. this is the case of platform as a service (PaaS) where the platform offers different types resources that are deployed in heterogeneous systems. While most of the solutions on the market follow a predefined architecture using common naming services in a centralized manner this paper proposes a new approach based on a distributed naming and resource identification service. the proposed solution allows a client to consume or communicate with a resource without having to deal with resource location or discovery protocols.

关键词： loud computing distributed systems resource discovery resource identificationloud computing distributed systems resource discovery resource identificationc

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SMT solvers for Testing, Program Analysis and Verification at Microsoft

SMT solvers for Testing, Program Analysis and Verification a...

引用

11th international symposium on symbolic and numeric algorithms for scientific computing (SYNASC)

作者： Bjorner, Nikolaj Microsoft Res Redmond WA 98074 USA

ISBN: (纸本)9780769539645

Modern program analysis and model-based tools are increasingly complex and multi-faceted software systems. However, at their core is invariably a component using logic for describing states and transformations between system states. the system Z3, developed at Microsoft Research, is a Satisfiability Modulo theories (SMT) solver. It provides logic inference capabilities that are critical for the functionality of these systems. the tutorial exemplifies a number of applications of Z3 at Microsoft.

关键词： theorem Proving SMT Static Program Analysis Program Verification Dynamic symbolic Execution

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Solving 2-D Pattern Matching using Networks of Polarized Picture Processors With Circular Permutation 19

Solving 2-D Pattern Matching using Networks of Polarized Pic...

引用

19th international symposium on symbolic and numeric algorithms for scientific computing (SYNASC)

作者： Popescu, Stefan Univ Bucharest Fac Math & Comp Sci Bucharest Romania

ISBN: (纸本)9781538626269

We define a new bio-inspired computational model for deciding 2-dimensional languages that is directly derived from the one in [13]. the described model has a slightly different accepting protocol as the previous one and, besides the deletion and substitution operations, we now consider a new type of operation, namely circular permutation. We show that by using circular permutations, such networks can recognize any input that contains a given sub-picture as where our previous model limited one of the pattern dimensions to a size of at most 3.

关键词： pattern matching evolutionary processor bio-inspired computing picture language

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Strong convergence of the projection method in convex feasibility problem

Strong convergence of the projection method in convex feasib...

引用

9th international symposium on symbolic and numeric algorithms for scientific computing

作者： Stefan, Maruster W Univ Timisoara Dept Informat Timisoara Romania

the strong convergence properties of the projection method for convex feasibility problem are investigated in the frame of a real Hilbert space. the significant role of the regularity properties for strong convergence... 详细信息

ISBN: (纸本)9780769530789

关键词： Hilbert space Convergence of numerical methods scientific computing Informatics Joining processes Iterative methods Books Projection algorithms

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On computing mesh root systems and the isotropy group for simply-laced Dynkin diagrams

On computing mesh root systems and the isotropy group for si...

引用

14th international symposium on symbolic and numeric algorithms for scientific computing (SYNASC)

作者： Felisiak, Mariusz Simson, Daniel Nicolaus Copernicus Univ Fac Math & Comp Sci Torun Poland

ISBN: (纸本)9780769549347;9781467350266

We continue and complete a Coxeter spectral study (presented in our talk given in SYNASC11, Timisoara, September 2011 [6]) of the root systems in the sense of Bourbaki [4], the mesh geometries Gamma(R-Delta, phi(A)) of roots of Delta in the sense of [20], and matrix morsifications A is an element of Mor (Delta), for simply-laced Dynkin diagrams Delta is an element of {A(n), D-n, E-6, E-7, E-8}. One of the main aims of the talk is to present a progress obtained during the last year in solving the problems stated in our talk [6]. We show that the reduced mesh root systems and mesh geometries of roots for each of the Dynkin diagrams Delta can be classified for n <= 9 by applying symbolic computer algebra computations and numeric algorithmic computations. We also compute the isotropy group Gl(n, Z)(Delta) of Delta defined in [22]-[23], determine its structure and compute the Gl(n, Z)(Delta)-orbits of the morsifications A is an element of Mor (Delta), for Delta is an element of {A(n), D-m}, with n <= 9 and 4 <= m <= 8. Results of our computing experiences are presented in three tables of Section 4.

关键词： geometry group theory matrix algebra process algebra symbol manipulation

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On Kahan's Rules for Determining Branch Cuts

On Kahan's Rules for Determining Branch Cuts

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13th international symposium on symbolic and numeric algorithms for scientific computing (SYNASC)

作者： Chyzak, Frederic Davenport, James H. Koutschan, Christoph Salvy, Bruno Inria Rocquencourt Algorithms Project Rocquencourt France Univ Bath Dept Comp Sci Bath BA2 7AY Avon England Johannes Kepler Univ Linz RISC Linz Linz Austria

ISBN: (纸本)9780769546308

In computer algebra there are different ways of approaching the mathematical concept of functions, one of which is by defining them as solutions of differential equations. We compare different such approaches and discuss the occurring problems. the main focus is on the question of determining possible branch cuts. We explore the extent to which the treatment of branch cuts can be rendered (more) algorithmic, by adapting Kahan's rules to the differential equation setting. Keywords: computer algebra, differential equation, branch cut

关键词： branch cut computer algebra differential equation branch cut symbolic algebra Differential equations cuts branches

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Stepping Up

Stepping Up

引用

15th international symposium on symbolic and numeric algorithms for scientific computing (SYNASC)

作者： Jackson, Adrian Univ Edinburgh EPCC Edinburgh EH9 3JZ Midlothian Scotland

ISBN: (纸本)9781479930357

Computational simulation is an important research tool for modern scientists. there are a range of different scales of high performance computing (HPC) resources available to scientists, from laptop and desktop machines, to small institutional clusters, to national HPC resources, and the largest parallel computers in the world. this paper outlines the challenges that developers and users face moving from small scale computational resources to larger scale parallel machines. We present an overview of various research efforts to improve performance on large scale systems to enable users and developers to gain an understanding of the performance issues often encountered by simulation codes.

关键词： High Performance computing large-scale systems Developers Speeding parallel machines Consumers hand-held equipment Research Tools DEVELOPERS simulating Moving scientific personnel parallel computers

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A fault-tolerant distributed solution for the parallel Gaussian reduction of huge arrays 14th

A fault-tolerant distributed solution for the parallel Gauss...

引用

14th international symposium on symbolic and numeric algorithms for scientific computing (SYNASC)

作者： Mocanu, Adrian Tapus, Nicolae Univ Politehn Bucuresti Dept Comp Sci Bucharest Romania

ISBN: (纸本)9780769549347;9781467350266

Solving a linear system of equations is a common task performed for most of the scientific experiments. Everyday, these applications increase their demands, pushing the computational capacity to the limits. At a certain point, our systems, running common algorithms, become unable to process such massive amounts of information. the paper analyses and modifies the standard Gaussian reduction so that a huge array may be handled by almost any distributed system. Moreover, the paper focuses on providing a decent level of fault tolerance in order to comply with a real, heterogeneous distributed system and on becoming a solution for sensitive applications.

关键词： Gaussian processes computational complexity fault tolerant computing parallel processing

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A Grid Enabled Quantum Computer Simulator

A Grid Enabled Quantum Computer Simulator

引用

11th international symposium on symbolic and numeric algorithms for scientific computing (SYNASC)

作者： Caraiman, Simona Archip, Alexandru Manta, Vasile Gh Asachi Tech Univ Dept Comp Sci Iasi Romania

ISBN: (纸本)9780769539645

Simulation of quantum computers using classical computers is a computationally hard problem, requiring a huge amount of operations and storage. Grid systems are a good choice for simulating quantum algorithms, since they provide access to high performance computer clusters. In this paper we present the design of a message passing parallel version of the quantum computer simulator, QCL, deployed as a grid service. After describing the architecture of our grid service and the parallelization strategy for the general single qubit operator, we present the performance measurements for some test cases, showing the speedups obtained.

关键词： quantum computer simulation grid computing MPI

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