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courses:cs211:winter2012:journals:jeanpaul:chapter2section1 [2012/01/18 02:16] – mugabej | courses:cs211:winter2012:journals:jeanpaul:chapter2section1 [2012/01/18 02:46] (current) – mugabej | ||
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As the title reveals it, this section aims at exploring the computational intractability of problems. It seeks at showing why the mathematical definition of algorithm efficiency helps us predict the behavior of the algorithm, without being worried by the platform we are running our algorithm at. Thus an efficient algorithm has a polynomial running time and will keep its behavior no matter what platform we are using.\\ | As the title reveals it, this section aims at exploring the computational intractability of problems. It seeks at showing why the mathematical definition of algorithm efficiency helps us predict the behavior of the algorithm, without being worried by the platform we are running our algorithm at. Thus an efficient algorithm has a polynomial running time and will keep its behavior no matter what platform we are using.\\ | ||
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- | The question I have is: " Are running times of algorithms completely platform-independent or I got it wrong?What I mean is,if I run an algorithm on my PC,is it gonna run as quick as if I ran it on a supercomputer? | + | The question I have is: " Are running times of algorithms completely platform-independent or I got it wrong?What I mean is,if I run an algorithm on my PC,is it gonna run as quick as if I ran it on a supercomputer? |
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+ | After rereading this section, I got the real meaning of the computational intractability, | ||
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+ | I definitely want to remember the reason why we have to express the algorithms in mathematical notations!As for the reading, it gave a good introduction to the chapter and showed to the reader what to expect from the chapter. I give it an 8/10. | ||
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