Write a c++ code that implements a program that compares the running time for two loops which access very different number of array elements but which should have roughly the same number of cache misses. Try to estimate the average time for an array access with a cache miss and one without. use the following two loops (in the screenshot provided)
Write a c++ code that implements a program that compares the running time for two loops which access very different number of array elements but which should have roughly the same number of cache misses. Try to estimate the average time for an array access with a cache miss and one without. use the following two loops (in the screenshot provided)
Computer Networking: A Top-Down Approach (7th Edition)
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Write a c++ code that implements a program that compares the running time for two loops which access very different number of array elements but which should have roughly the same number of cache misses. Try to estimate the average time for an array access with a cache miss and one without.
use the following two loops (in the screenshot provided)
![Simple Demonstration of Cache Effects.
- Compare times for these:
int [] a = new int [1,000,000);
for (i=0; i< a. length; i++) a[i] x= 3;
int [] a =
new int [1,000,000];
for (i = 0; i < a. length; i+=16] a [²] *= 3;
- hoop I does 16 times as much work as hoop 2,
but takes almost the same time:
Loop
जन
1
2
#multiplications
1,000,000
62,500
tidhe
80ms
78 ms
Loop 1
Loop 2
- The time depends on the cache misses, not the multiplications
(1 cache miss takes much more time than 16 multiplies.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F33fb7df7-485b-4bab-8a5b-c791921cd73a%2F7b6a465e-6c4d-4e17-8e1d-fd58249110ad%2Fqoe1vlh_processed.png&w=3840&q=75)
Transcribed Image Text:Simple Demonstration of Cache Effects.
- Compare times for these:
int [] a = new int [1,000,000);
for (i=0; i< a. length; i++) a[i] x= 3;
int [] a =
new int [1,000,000];
for (i = 0; i < a. length; i+=16] a [²] *= 3;
- hoop I does 16 times as much work as hoop 2,
but takes almost the same time:
Loop
जन
1
2
#multiplications
1,000,000
62,500
tidhe
80ms
78 ms
Loop 1
Loop 2
- The time depends on the cache misses, not the multiplications
(1 cache miss takes much more time than 16 multiplies.
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