I\'m working on a simple app and the specs mandate that a binary search tree must be used for storing dates in DD/MM/YYYY format. Question is, I\'m having a hard time visualizing the structure and how
At time 0:43:15 in this Tech-Talk about D, The implementation of the min function is discussed. Concerns about \"stability\" and \"extra shuffling (if values are equal)\" when being used in some algor
Out of curiosity, I was wondering what were some \"theoretical\" results about parsing C++. Let n be the size of my project (in LOC, for example, but since we\'ll deal with big-O it\'s not very impor
I am at a company that does not understand the concept of using frameworks and the benefits of them. I have tried to explain that it provides structure and organization but the people I am trying to e
What I am thinking of is something like the \"this\" keyword but at a class level i.e. class Example {
If a problem X (decision problem) is known to be NP-Complete, and proven to be reduced to problem Y in polynomialtime, can you then say problem Y is NP-Complete?
So say I have an image that I want to \"pixelate\". I want this sharp image represented by a grid of, say, 100 x 100 squares. So if the original photo is 500 px X 500 px, each square is 5 px X 5 px. S
I\'ve been searching the web and I\'m finding somewhat contradictory answers. Some sources assert that a language/machine/what-have-you is Turing complete if and only if it has both conditional and un
if f(x) = (An) x^n + (An-1) x^(n-1) +...+ (A1)x + (A0) how can you prove f(x) is big theta(x^n). I\'ve thought about it and one could do it by proving that f(x) big O(x^n) and x^n big O(f(x)). I\'ve
This is a completely theoretical question. Suppose the following code: >>> class C: ...a = 10 ...def f(self): self.a = 999
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