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CSE378 Spring 2010 Homework 3Due May 21 at 5pm.You may use two late days on this assignment.Dr. Chip D. Signer has been put in charge of designing a new chip for his employer. Dr. Signer wants to reverse engineer the first- and second-level caches of a rival chipmaker in order to ensure that his chip performs better. Dr. Signer knows that his rival's chips have a shared L1 and an L2 cache, and that these caches use the LRU replacement policy. In order to understand more about the caches, Dr. Signer wants to determine, for each of the caches:
AssignmentYour assignment is to come up with an algorithm to determine the parameters of a a series of "mystery" caches. Each cache can be accessed only via the following interface:
reset() (see above).
The cache size, the associativity, and the block size will always be powers of two. The size of the L2 cache will always be larger than the size of the L1. We will always test with an L1 and an L2. The caches all use a strict LRU policy to replace blocks within sets. The constants MAX_* at the top of discoverCacheParams.py list the maximum values (inclusive) for various cache parameters, so your inference algorithm needn't check or handle values outside these ranges. The minimum value for each parameter should be obvious: it doesn't make sense to have 0 associativity, or a block size of 0 bytes, etc. Feel free to examine the cache implementation (Cache.py) to gain more insight into how caches work. RestrictionsWe will be looking over your source code, so don't cheat by using any interface to the cache other than the three functions specified above. You can of course change things to help debug, but your code will be tested against our version of Cache.py.We recommend following the given order of inferring parameters
(first block size, then cache size, then associativity) though you can
solve them in a different order if you wish. All that really matters
is that the dictionary returned by For reference, our solution added about 35 lines of Python to discoverCacheParams.py. Additional informationWe'll test your code by calling your main() with some two-level cache like in the sample tests and verifying that the values returned in the tuples match the parameters we used to create the cache. We expect the first tuple element to be the L1 value and the second element to be the L2 value. For instance, the callprint main( Cache.Cache( bsize=4, assoc=2, size=64, secondLevelCache=Cache.Cache( bsize=8, assoc=4, size=1024 )))should generate output like {'block sizes': (4, 8), 'associativities': (2, 4), 'cache sizes': (64, 1024)} If Python is new to you, you may find it helpful to read and play with this example code: pythonDemo.py. Files/TurninDownload the Python files you need for this assignment.You can run the code for this assignment with the command You must fill in the missing function definitions in
discoverCacheParams.py to infer the parameters of the mystery
cache object provided to You should ensure your code works for the different cache configurations provided in the comments at the bottom of discoverCacheParams.py. We will test your code on other cache configurations, however, so it's a good idea to come up with your own test cases as well. |
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