Answer the following questions about Monte Carlo problems and pseudo-randomnumber generators (PRNGs). Pick the best answer for each item.A PRNG will always eventually repeatitself - this is calledA method of creating PRNG for parallelapplications is for each task to takeonly every Pth random number (P is thenumber of processors).A PRNG that has only one work ofstate isA matrix whose diagonal elements srean order of magnitude higher than therestWe want to be able to rerun with theexact same random numbers - we careaboutThe theory behind Monte CarlomethodsReproducibility[Choose ][Choose]Linear CongruentialReproducibilityDiagonally DominantLeapfrog MethodUniform distributioncyclesLagged FibonaciMean Value TheoremSequence Splitting MethodManager Worker MethodUncorrelated[Choose][Choose]

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A PRNG will always eventually repeat itself - this is called A method of creating PRNG for parallel applications is for each task to take only every Pth random number (P is the number of processors). A PRNG that has only one work of state is

A PRNG will always eventually repeat itself - this is called A method of creating PRNG for parallel applications is for each task to take only every Pth random number (P is the number of processors). A PRNG that has only one work of state is

Database System Concepts

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ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

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MISD machines are systolic arrays. Systolic arrays are "wavefronts" or pipeline networks of data processing parts. These parts are self-contained and don't need program counters since data initiates execution. In systolic arrays with synchronized clocks, the compute and communication phases are alternated by each CPU to calculate in "lock-step?
Orthogonality means that an instruction set has a "backup" instruction that can be used instead of any other instruction that does the same thing. It's up to you to prove or disprove what I think.
A systolic array, which is a kind of array, is an example of a MISD machine. A systolic array is a pipeline network or "wavefront" of data processing units structured as a network. Because execution is triggered by the reception of fresh data, none of these components need the usage of a program counter. Each unit in a clocked systolic array computes in "lock-step," with each unit completing alternate calculation and communication phases in a single clock cycle.
explain this program bus1:mov ax,400add amount, axmov dx,0mov bx,10mov cx,0l222:div bxpush dxmov dx,0mov ah,0inc cxcmp ax,0jne l222l333:pop dxadd dx,48mov ah,2int 21hloop l333;mov am3,amount inc countinc bjmp while_jmp end_ recrd procmov dx,offset msg7mov ah,9int 21h ; print here the whole amountmov ax, amount mov dx,0mov bx,10mov cx,0
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An example of a MISD machine might be something like a systolic array, which is a kind of array. A pipeline network or "wavefront" of data processing units that is organised as a network might be referred to as a systolic array. Since the receipt of new data is what initiates execution, none of these components need the employment of a program counter in order to function properly. Each individual unit in a timed systolic array computes in "lock-step," meaning that within the course of a single clock cycle, each individual unit finishes alternating stages of computation and communication.
Can you explain please
A MISD machine is an example of a systolic array, a kind of array. Data processing units are organized into a "wavefront" in a systolic array. All of these components do not need the use of a program counter since execution is initiated when new data is received. Lock-step computation is achieved in a clocked-systolic array, where each unit completes its alternating calculation and communication phases in the same clock cycle.
Write a MARIE program simulation the following Python code. The MARIE program must generate the output similar to Python's. The program must have a loop. Python code: num = [1,2,3,4,5,6]for i in num: print (i) This is what I have so far but it only prints from 1 to infinity: ORG 100START, LOAD NUM STORE COUNT OUTPUT LOAD NUM ADD ONE STORE NUM LOAD NUM SUBT COUNT SKIPCOND 400 // Salta si COUNT < NUM JUMP START HALT ONE, DEC 1NUM, DEC 1COUNT, DEC 1 END START
Consider a system in which Data and Code are distinct. When necessary, the CPU acquires instructions or data using two base-limit register pairs. Data and instructions should be kept separate. By default, this pair is read-only, allowing several users to share the programme. This method should be compared to others.