Full Index for Scripted foilset 
| This finishes the last part of N body and ODE discussion fociussing on pipeline data parallel algorithm |
| Note several foils were changed after presentation and so discussion is a little disconnected from foils at times |
| We start Numerical Integration with a basic discussion of Newton-Cotes formulae (including Trapezoidal and Simpson's rule) |
| We illustrate them pictorially |
)(focus style:
) Denote Foils where Image Critical
)(focus style:
) Denote Foils where HTML is sufficient
(focus style:
) Denote Foils where Image is not available
Indicates Available audio which is greyed out if missing
1
Delivered Lectures for CPS615 -- Base Course for the Simulation Track of Computational Science
2
Abstract of Oct 15 1996 CPS615 Lecture 
3
Simple Data Parallel Version of N Body Force Computation -- Grav -- I
4
The Grav Function in Data Parallel Algorithm - II
5
Some Inefficiencies of the N2 Algorithm - I
6
Some Inefficiencies of the N2 Algorithm - II
7
Better Pipeline Algorithm for Computation of Accelerations,
8
Pipeline Algorithm in detail
9
Basic pipeline operation
10
Examples of Pipeline Algorithm
11
Pipeline Algorithm Grav -- Part I
12
Pipeline Algorithm for Grav -- Part II
13
Grav Pipeline Algorithm, concluded
14
Parallel Implementation - I
15
Parallel Execution Time -I
16
Parallel Execution Time -II
17
N-body Problem is a one dimensional Algorithm
18
1:Introduction to Numerical Integration
19
2:NI.1: Newton-Cotes Formulae
20
3:Linear Equations for Coefficients
21
4:Examples of Newton Cotes Rules I
22
5:Examples of Newton Cotes Rules II
23
6:Formulae for Examples: Trapezoidal and Simpson's Rules
24
7:Summary of Newton Cotes Rules
25
8:Errors in Newton Cotes Formulae
26
9:Use of High Order Newton Cotes Full WebWisdom URL and this Foilset Search
This contains all WebWisdom links preceded by those referenced in this foilset