See: Description
Package | Description |
---|---|
demos | |
demos.MCpi | The demos in this package use some of the Farm type patterns in the package gpp.patterns to implement a solution to the calculation of pi using a MonteCarlo method. |
demos.QuickSort | This package implements the QuickSort algorithm. |
demos.concordance | Concordance provides a typical problem scenario that justifies the use of a parallel solution, both a sequential and parallel version are provided that use the same data classes. |
demos.goldbach.data | Data classes used in the Primes and the Goldbach Conjecture solution |
demos.goldbach.scripts | Primes and the Goldbach Conjecture presents a solution to the problem of creating prime numbers and then using those primes to validate the Goldbach conjecture. |
demos.imageProcessing | The image processing package demonstartes the used of the ImageEngine, which itself comprises an ImageRoot and a number of ImageNode processes whereby the image processing is partitioned over the nodes. |
demos.jacobi | The Jacobi demo finds the solution to the simultaneous equations represented by Ax = b, where A is the nxn matrix of coefficients, x represents the n unkowns for which the value is required and b is n values that result from the vector sum of Ax. |
demos.mandelbrot.cluster | The cluster version of Mandelbrot causes the calculation to be distributed over a number of nodes and a host connected by a TCP/IP network. |
demos.mandelbrot.data | Data Classes used in the Mandelbrot solution. |
demos.mandelbrot.scripts | Mandelbrot - a solution to creating the Mandelbrot set. |
demos.mapReduceV0 | This demonmstration implements a Map Reduce architecture to count the number of words in an input text file. |
demos.nbody | A solution to the N-body problem that ustilses a Matrix based representation of the planets using the MultiCoreEngine process, which itself comprises a MultiCoreRoot process and a number of MultiCoreNode processes over which the Matrix is partitioned for processing. |
demos.nbody.java | A sequential solution to the N-body problem that ustilises a List of Planet objects based representation of the planets. |
demos.solarSystem | A solution to the N-body problem that ustilses a List of Planet objects based representation of the planets using the MultiCoreEngine process, which itself comprises a MultiCoreRoot process and a number of MultiCoreNode processes over which the Matrix is partitioned for processing. |
demos.wordCount |