• 18 Pages let11-Polynomial Functions
    Let11-Polynomial Functions

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Fall 2006 Lecture 11 Cordic, Log, Square, Exponential Functions Instructor: Prof. Chung-Kuan Cheng Project IEEE Computer Society Author Kit (5Pages) Introduction Statement of Proble

  • 4 Pages Modular Multiplcation without Trial Division-montgomery
    Modular Multiplcation Without Trial Division-montgomery

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

  • 19 Pages let10-Floating Point Arithmetic and Polynomial Functions
    Let10-Floating Point Arithmetic And Polynomial Functions

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Fall 2006 Lecture 10 Floating Point Number Rounding, Polynomial Expression Instructor: Prof. Chung-Kuan Cheng Topics: Rounding F.P. Numbers Polynomial Expression CSE 246 2 Rounding

  • 11 Pages lings adder
    Lings Adder

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    Huey Ling High-speed Binary Adder Based on the bit pair ( a i , b i ) truth table, the carry propagate i and carry generate gi have dominated the carry-lookp ahead formation process for more than two decades. This paper presents scheme in which the

  • 21 Pages let8-Division II
    Let8-Division II

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Fall 2006 Lecture 8: Division Instructor: Prof. Chung-Kuan Cheng Topics: Radix-4 SRT Division Division by a Constant Division by a Repeated Multiplication CSE 246 2 Project Update

  • 30 Pages let6.1-Multiplication Arithmetic
    Let6.1-Multiplication Arithmetic

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Lecture 6.1 Multiplication Arithmetic Instructor: Prof. Chung-Kuan Cheng Topics: Karatsuba's Method (1962) Toom's Method (1963) Modular Method FFT CSE 246 2 Karatsuba's Method U=

  • 17 Pages let7-Division I
    Let7-Division I

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Fall 2006 Lecture 7 Division Instructor: Prof. Chung-Kuan Cheng Topics: Division Restoring Division Nonrestoring Division High Radix Division CSE 246 2 Division and R<B) Iteration ef

  • 14 Pages let6-Multipliers
    Let6-Multipliers

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Lecture 6 Mulitiplication Instructor: Prof. Chung-Kuan Cheng Topics: Multiplication & Booth recoding The Project CSE 246 2 Multiplication & Booth recoding (A) 0 1 1 0 x (6) (5) (B

  • 19 Pages let5-Adders and Multipliers
    Let5-Adders And Multipliers

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Fall 2006 Lecture 5: Addition and Multiplication Instructor: Prof. Chung-Kuan Cheng Topics: False Path: Cycles Multi-Operands Addition Carry Save Addition Multiplication 2's Compleme

  • 56 Pages let4-Adders
    Let4-Adders

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Lecture 4: Adders Instructor: Prof. Chung-Kuan Cheng Topics: Adders AND/OR gate v.s. Circuit Logic Design Graph Design (Prefix Adder) CSE 246 2 Chapter 2: ADDERS Half Adders Half

  • 1 Page CSE 246 syllabus
    CSE 246 Syllabus

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design (Fall 06) Lectures: Tues/Thurs 3:30-4:50PM, Warren Lecture Hall 2110 Office Hours: Tues/Thurs 2:00-3:00PM, CSE2130 Course Instructor: CK Cheng Textbook Computer Arithmetic: Algorithms and H

  • 1 Page CSE 246 Homework Assignment
    CSE 246 Homework Assignment

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design (Fall 06) Home works HW1: 1.4, 1.5, 1.9, 2.8, 2.9, 2.10, 2.15 Due Tu Oct. 3. HW2: 3.1, 3.14, 4.1, 4.7, 4.9, 4.14, 4.15 Due Tu Oct. 10. HW3: 5.1, 6.8, 6.9, 6.13, 6.16 Due Th Oct. 19. HW4: Du

  • 0 Pages let2-Number Systems Redundant Systems and RNS
    Let2-Number Systems Redundant Systems And RNS

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Fall 2006 Lecture 2: Redundant and residue number systems Instructor: Prof. Chung-Kuan Cheng Topics: Redundant Number Systems Residue Number Systems Mixed Radix Number Systems (as they

  • 22 Pages let1-introduction and number system
    Let1-introduction And Number System

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Fall 2006 Lecture 1: Introduction and Numbers Instructor: Prof. Chung-Kuan Cheng Agenda Administration Motivation Lecture 1: Numbers CSE 246 2 Administration Textbook: Computer Arit

  • 37 Pages let3-Number Systems
    Let3-Number Systems

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Numbers: RNS, DBNS, Montgomory Prof Chung-Kuan Cheng Lecture 3 How to compare two RNS numbers We can approximate the magnitude of a RNS number by the following formula x M ( xk 1 | xk 2 |

  • 17 Pages let9-Floating Point Arithmetic
    Let9-Floating Point Arithmetic

    School: UCSD

    Course: Computer Arithmetic Algorithms And Hardware Design

    CSE 246: Computer Arithmetic Algorithms and Hardware Design Fall 2006 Lecture 9: Floating Point Numbers Instructor: Prof. Chung-Kuan Cheng Motivation Maximal information with given bit numbers. Arithmetic with proper precision. Fairness of round

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