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Title: what is the significance of a composite matrix in computer graphics
Page Link: what is the significance of a composite matrix in computer graphics -
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Created at: Monday 29th of April 2013 07:18:51 PM
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Title: Application of Logical Effort on Design of Arithmetic Blocks full report
Page Link: Application of Logical Effort on Design of Arithmetic Blocks full report -
Posted By: seminar topics
Created at: Wednesday 17th of March 2010 01:37:07 PM
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Abstract
In this paper, we review the logical effort model presented in . Based on the HSPICE simulation results using 0.18/Jm, CMOS technology as applied to logic blocks used in arithmetic circuits; we analyze the efficiency of the model and also present modifications that include modeling of wire delay. We propose a new model for logical effort that will better fit the behavior of these blocks. The results are applicable for evaluation of arithmetic units as well as for development of new arithmetic algorithms. Our ultimate objective is ....etc

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Title: what is the significance of composite matrix in computer graphics
Page Link: what is the significance of composite matrix in computer graphics -
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Created at: Wednesday 24th of April 2013 08:52:17 PM
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Title: PROGRAM TO PERFORM ARITHMETIC OPERATIONS USING AWT CONTROLS
Page Link: PROGRAM TO PERFORM ARITHMETIC OPERATIONS USING AWT CONTROLS -
Posted By: project topics
Created at: Wednesday 06th of April 2011 03:54:08 PM
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import java.applet.*;
import java.awt.*;
import java.awt.event.*;
import java.awt.Choice.*;
//
public class Awte extends Applet implements TextListener,ActionListener
{
int a,b,c;
String s;
TextField f1,f2,f3;
Label l1,l2,l3;
Button Add,Sub,Mul,Div;
public void init()
{
//setBackground(Color.green);
setForeground(Color.red);
l1=new Label(First number);
l2=new Label(Second number);
l3=new Label(Result);
f1=new TextField(10);
f2=new Te ....etc

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Title: ppt on decimal arithmetic unit by morris mano
Page Link: ppt on decimal arithmetic unit by morris mano -
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Created at: Thursday 01st of November 2012 09:36:59 PM
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Title: project reports on cmos full adder for energy efficient arithmetic applications
Page Link: project reports on cmos full adder for energy efficient arithmetic applications -
Posted By:
Created at: Friday 21st of December 2012 11:43:37 PM
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Title: High-Speed VLSI Arithmetic Units Adders and Multipliers
Page Link: High-Speed VLSI Arithmetic Units Adders and Multipliers -
Posted By: computer girl
Created at: Monday 11th of June 2012 04:22:31 PM
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High-Speed VLSI Arithmetic Units: Adders and Multipliers


Introduction

Digital computer arithmetic is an aspect of logic design with the objective of developing
appropriate algorithms in order to achieve an efficient utilization of the available hardware .
Given that the hardware can only perform a relatively simple and primitive set of Boolean
operations, arithmetic operations are based on a hierarchy of operations that are built upon the
simple ones. Since ultimately, speed, power and chip area ar ....etc

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Title: cmos full adders for energy efficient in arithmetic applications in report format
Page Link: cmos full adders for energy efficient in arithmetic applications in report format -
Posted By:
Created at: Saturday 22nd of December 2012 11:40:51 PM
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Title: DESIGN VERIFICATION AND SYNTHESIS OF FLOATING POINT ARITHMETIC UNIT
Page Link: DESIGN VERIFICATION AND SYNTHESIS OF FLOATING POINT ARITHMETIC UNIT -
Posted By: seminar class
Created at: Monday 02nd of May 2011 04:46:24 PM
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1. INTRODUCTION
An arithmetic-logic unit (ALU) is the part of a computer processor (CPU) that carries out arithmetic and logic operations on the operands in computer instruction words. In some processors, the ALU is divided into two units, an arithmetic unit (AU) and a logic unit (LU). Some processors contain more than one AU - for example, one for fixed-point operations and another for floating-point operations.
Generally ar ....etc

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Title: ppt for vlsi architecture of arithmetic coder used in spiht
Page Link: ppt for vlsi architecture of arithmetic coder used in spiht -
Posted By:
Created at: Tuesday 29th of January 2013 12:33:41 PM
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