'Int row' presentation slideshows

Teaching Programming with Sudoku

605 views • 40 slides

Components for Scientific Computing

Components for Scientific Computing. Randall Bramley Computer Science, Indiana University Center for Advanced Computation Research, California Institute of Technology. CAT Team Members. Dennis Gannon: CAT architecture design Randall Bramley: CAT/LSA design

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Main Index

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Lesson 5 Functions I

cmath. 9.0. double sqrt( double x) { . . . //y = ?x return y; }. 3.0. Lesson 5 Functions I.

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383 views • 25 slides

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Array, Pointer and Reference ( IV )

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Extending ArcGIS via programming

Extending ArcGIS via programming. Why Programming Automation of repetitive tasks Implementation of functionality not available Programming functionality Scripts (AML, VB, Python, Avenue) Interfaces for application programmers Model Builder ArcObjects COM Integration. Three Views of GIS.

249 views • 23 slides

Queue-Based Algorithms

Queue-Based Algorithms. ITI 1121 N. El Kadri. Asynchronous processes. Applications such as producer/consumer, client/server or sender/receiver necessitate using a queue for asynchronous processing of the data.

230 views • 22 slides

Compsci 201 Recitation 10

Compsci 201 Recitation 10. Professor Peck Jimmy Wei 3 / 28 /2014. In this Recitation. Boggle warmup ! Intro Tries Recursion Submit via form: http:// goo.gl /4kBYqY. Boggle Intro. What is Boggle?

323 views • 20 slides

Sparse Matrices

Sparse Matrices. Matrix ? table of values. 0 0 3 0 4 0 0 5 7 0 0 0 0 0 0 0 2 6 0 0. Row 2. Column 4. Sparse Matrices. Matrix ? table of values. 4 x 5 matrix 4 rows 5 columns 20 elements 6 nonzero elements. Sparse Matrices.

1.92k views • 19 slides

CSC 427: Data Structures and Algorithm Analysis Fall 2006

CSC 427: Data Structures and Algorithm Analysis Fall 2006. Problem-solving approaches divide & conquer greedy backtracking examples: N-queens, Boggle, 2-D gels hw6: Sudoku solver. Divide & Conquer.

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int matrixArray[12]

int matrixArray[12]. The elements in an array are stored in a series of contiguous memory locations, each holding a piece of integer data. Often we represent data in different structures, such as a Matrix. Why? Picture files (gifs, bitmaps or jpegs) Area Plots. Note!

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GAUSS ELIMINATION & BACK SUBSTITUTION

GAUSS ELIMINATION & BACK SUBSTITUTION. Dayun Yu Seungmuk Ji. Gauss Elimination. n ?n matrix : A , n-vector : x and b , Ax = b ? The solution vector x can be obtained without difficulty in case A is upper-triangular with all diagonal. Ax = b ?.

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Web Programming

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2-D Arrays

2-D Arrays. Overview Why do we need Multi-dimensional array 2-D array declaration Accessing elements of a 2-D array Declaration using Initializer List Examples using 2-D array. Why Multi-Dimensional Arrays?.

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Warm up

Warm up. Determine the value stored in each of the following: gradeTable [ 0 ][ 0 ] gradeTable [ 1 ][ 1 ] gradeTable [ 3 ][ 4 ] gradeTable [ 5 ][ 2 ]. More 2-D Arrays. Different Numbers of Cells per Row. Usually you think of a 2D array as a table

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