CompSci Weekend SuperThread (October 26, 2018) Computer Science |
- CompSci Weekend SuperThread (October 26, 2018)
- How could I go about making my own network protocol separate from TCP/UDP and testing it?
- Prims Algo - how do we know it wont lead to optimal sub-behaviour, but suboptimal overall behaviour
- What data structures and algorithms are used in compilers?
- Can someone please help me understand constructive induction?
- How do we visualize a graph from this problem?
CompSci Weekend SuperThread (October 26, 2018) Posted: 25 Oct 2018 06:05 PM PDT /r/compsci strives to be the best online community for computer scientists. We moderate posts to keep things on topic. This Weekend SuperThread provides a discussion area for posts that might be off-topic normally. Anything Goes: post your questions, ideas, requests for help, musings, or whatever comes to mind as comments in this thread. Pointers
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How could I go about making my own network protocol separate from TCP/UDP and testing it? Posted: 25 Oct 2018 04:56 PM PDT Hello, I've been researching TCP for University and noticed some alterations I could make to improve the efficiency of the protocol when in use in LAN environments. However I'm unsure if there's any software that'd let me start to let me play around concepts like this, or if there exists a way to send custom packets. There may be an obvious answer but it's late, I'm tired and feel a bit stuck. Many thanks for any help. [link] [comments] |
Prims Algo - how do we know it wont lead to optimal sub-behaviour, but suboptimal overall behaviour Posted: 25 Oct 2018 08:39 AM PDT In prims algorithm, how do we know that taking the shortest 'legal' edge (lets call it…e1), wont lead us to having to take a longer than needed edge (…e4) later on, because due to taking e1, another edge that is shorter to e4 (lets call it e2) would now result in a cycle. Example I've been thinking of: Lets say there are two nodes left to add to our supernode. Edges we can take: e1 < e2 < e3 < e4. If we take e1: e2 and e3 will cause cycles but e4 will not. And so our next step after taking e1 is taking e4 If we take e2, we can then take e3 and we have ourselves a MST. Is there a property of graphs that I am not thinking off. Is there an inductive solution that I am glossing over? [link] [comments] |
What data structures and algorithms are used in compilers? Posted: 26 Oct 2018 12:24 AM PDT |
Can someone please help me understand constructive induction? Posted: 25 Oct 2018 03:18 PM PDT |
How do we visualize a graph from this problem? Posted: 25 Oct 2018 07:04 PM PDT https://i.redd.it/cvspqurmtfu11.png So from the above diagram, we can move either right or down. So a binary tree is built that way. It's written `"If we had intermingled common nodes across different branches, we would have got a graph instead"` I am unable to visualize how a graph can be formed out of this. Will it be a matrix with only 2 columns? Please help Source: [https://loveforprogramming.quora.com/Backtracking-Memoization-Dynamic-Programming][2] [link] [comments] |
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