Last edited by Malashicage

Wednesday, July 22, 2020 | History

3 edition of **Partitioning and packing mathematical simulation models for calculation on parallel computers** found in the catalog.

Partitioning and packing mathematical simulation models for calculation on parallel computers

- 354 Want to read
- 37 Currently reading

Published
**1986**
by National Aeronautics and Space Administration, Lewis Research Center in [Cleveland, Ohio
.

Written in English

- Parallel processing (Electronic computers),
- Computation.,
- Computerized simulation.,
- Parallel processing (computers)

**Edition Notes**

Microfiche. [Washington, D.C. : National Aeronautics and Space Administration], 1986. 1 microfiche.

Statement | Dale J. Arpasi and Edward J. Milner. |

Series | NASA technical memorandum -- 87170. |

Contributions | Milner, Edward J., Lewis Research Center. |

The Physical Object | |
---|---|

Format | Microform |

Pagination | 1 v. |

ID Numbers | |

Open Library | OL17727142M |

Please note that this problem is different from the standard graph partitioning problem since we are dealing with a DAG rather than an undirected graph. "Graph partitioning models for parallel computing" by Hendrickson and Kolda has pointed to the aforesaid problem but does not provide any solution to it. Key Topics: The book covers in detail the main three models of computation used to design parallel algorithms (namely combinational circuits, shared memory machines, and interconnection networks). The algorithms are grouped by method of design (prefix computation, divide and conquer, and pointer based : $

Parallel Computational Models Fall L02 AgarwalParallel Computational Models Formally, a Computational Model is a Coherent collection of mechanisms for – communication – synchronization – partitioning –placement – scheduling Computational model defined at all levels of abstraction: Machine hardware – e.g., a shared. A Software Package for Partitioning Unstructured Graphs, Partitioning Meshes, and Computing Fill-Reducing Orderings of Sparse Matrices Version George Karypis Department of Computer Science & Engineering University of Minnesota Minneapolis, MN [email protected] Ma Metis [MEE tis]: ‘Metis’ is the Greek word for wisdom.

High-Level Data Partitioning for Parallel Computing on Heterogeneous Hierarchical Computational Platforms by Brett A. Becker This thesis is submitted to University College Dublin in fulﬁllment of the requirements for the degree of Doctor of Philosophy in Computer Science November College of Engineering, Mathematical and Physical Sciences. of parallel computers. Then we present the previous work on the utilization of the parallel computers including task partitioning algorithms and task mapping algorithms. Classes of Parallel Computers Parallel computers can be roughly classiﬁed according to th e level at which the hard-ware supports parallelism.

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Partitioning and Packing Mathematical Simulation Models for Calculation on Parallel Computers 7. Author(s) Dale J.

Arpas1 and Edward J. Milner 9. Performing Organization Name and Address National Aeronautics and Space Administration Lewis Research Center Cleveland, Ohio Sponsoring Agency Name and Address.

Get this from a library. Partitioning and packing mathematical simulation models for calculation on parallel computers. [Dale J Arpasi; Edward J Milner; Lewis Research Center.]. Finding an optimal data partitioning for a data-parallel program is challenging.

Solutions from parallel database (DB) communities are not directly applicable due to the differences in data and programming models.

We list some of the challenges below. 2Cited by: Appropriate machine models and partitioning approaches for heterogeneous architectures are largely an untouched area, although one step in this direction has been taken by Teresco et al.

(3) Parallel partitioning. Most of the work on parallel partitioning has been done in the context of dynamic load by: CiteSeerX - Document Details (Isaac Councill, Lee Giles, Pradeep Teregowda): Calculations can naturally be described as graphs in which vertices represent computation and edges reflect data dependencies.

By partitioning the vertices of a graph, the calculation can be divided among processors of a parallel computer. However, the standard methodology for graph partitioning. Level-Set-Based Partitioning and Packing Optimization of a Printable Model we present a systematic study on the partitioning and packing of 3D models under the multi-phase level set framework.

which is needed frequently in our simulation-based pack-ing solver. Second, as a volumetric representation, it is more com- Cited by: This paper describes heuristics for partitioning a generalM × N matrix into arrowhead form. Such heuristics are useful for decomposing large, constrained, optimization problems into forms that are amenable to parallel processing.

The heuristics presented can be easily implemented using publicly available graph partitioning algorithms.

The application of such techniques for solving Cited by: Mathematical Programming 80 () Partitioning mathematical programs for parallel solution 1 Michael C.

Ferris *, Jeffrey D. Horn 2 Computer Sciences Department, University of Wisconsin, Madison, WIUSA. A Data Partitioning Method for Parallel Digital T errain Analysis S is bigger than 1, the data is divided into so small that the total number of nodes is less than the number of data blocks.

First, let's define parallel processing. Parallel processing is a computing approach to increasing the rate at which a set of data is processed by processing different parts of the data at the. Partitioning strategies for parallel KIVA4 engine simulations Article in Journal of Computational Physics 39(2) February with 52 Reads How we measure 'reads'.

In this paper we present new parallel approach for the dynamic partitioning of particle-mesh computational systems. The approach uses a framework, the “in-element” particle tracking method, based on the assumption that particle trajectories are computed by problemdata localized to individual by: 3.

of the standard partitioning model [10]. Whereas Hendrickson restricted his concerns to matrix-vector products, in the current paper we show that the same issues plague virtually all applications of graph partitioning to parallel computation.

In ~3 we survey some recent work on alternative models whichCited by: inter process communication an e cient partitioning algorithm is required and this is the main discussion for this report. Algorithms for nding e cient partitions of highly unstructured graphs are critical for devel-oping solutions for a wide range of problems in many application areas on distributed memory parallel computers.

A generic partitioning infrastructure was developed and integrated into the WARPED parallel simulation framework to ease design, implementation, and study of different partitioning algorithms.

The design issues involved in the development of the generic partitioning infrastructure are discussed and the techniques employed to integrate several Cited by: 8. CiteSeerX - Document Details (Isaac Councill, Lee Giles, Pradeep Teregowda): Logic simulation of a complex processor model in VLSI design is very time consuming.

One possibility to increase the simulation speed is to partition the processor model and assign the resulting parts to simulator instances that cooperate over a loosely-coupled system.

Exploiting Symmetry for Partitioning Models in Parallel Discrete Event Simulation Jan Lemeire1, Bart Smets1, Philippe Cara2, Erik Dirkx1 1Parallel Systems lab, 2Department of Mathematics Vrije Universiteit Brussel (VUB) Brussels, Belgium Email: {jlemeire,bsmets,pcara,}@ Abstract We investigated the benefit of.

We develop an optimal partitioning strategy based on dynamic programming and a distribution function (DF) of non-zero elements to improve the performance of SpMV. We present a reordering algorithm in which the time complexity is only O (N log 2 k), where k is the number of partitions and far less than the number of by: 4.

The book presents two approaches to automatic partitioning and scheduling so that the same parallel program can be made to execute efficiently on widely different multiprocessors. The first approach is based on a macro dataflow model in which the program is partitioned into tasks at compile time and the tasks are scheduled on processors at run Cited by: Three parallel methods (OpenMP, MPI, and OpenACC) are evaluated for the computation of a two-dimensional dam-break model using the explicit finite volume method.

A dam-break event in the Pangtoupao flood storage area in China is selected as a case study to demonstrate the key technologies for implementing parallel computation. The subsequent acceleration of the Cited by: 1. When a process have multiple statements those statements which are independent of other are splited down in pieces and processed by multiple processors or .Graph partitioning models for parallel computing q Bruce Hendrickson a,*, Tamara G.

Kolda b a Parallel Computing Sciences Department, Sandia National Labs, Albuquerque, NMUSA b Computational Sciences and Mathematics Research Department, Sandia National Labs, Livermore, CAUSA Received 12 February ; received in revised form 28 .Update: In MATLAB Ra the function PARSIM got introduced.

For a better experience simulating models in parallel, we recommend using PARSIM instead of SIM inside parfor. See the more recent blog post Simulating models in parallel made easy with parsim for more details.

If you have to run thousands of simulations, you.