Please somone help me , this is driving me crazy ! Computer Science |
- Please somone help me , this is driving me crazy !
- I wrote a Python visualizer for elementary cellular automata with random initial states that utilizes the Linux framebuffer
- Unable to get a recurrence relation for this dynamic programming problem
- Outperforming Rust With Functional Programming
- leela chess PUCT mechanism
Please somone help me , this is driving me crazy ! Posted: 13 Jul 2019 08:29 PM PDT Can someone please explain to me how the bunch of transistors ( billions of them) are made to understand images and sound and all sorts of info. What i mean is , how does a cpu , which is basically an on off mechanisim and deals with electricity , is programmed to give us pixeles ? ( how do bytes m which are 8 bits , meaning are 8 small transistors with electicity on and off throught them , make a pixels or understand how to create a pixel ? [link] [comments] |
Posted: 13 Jul 2019 07:57 AM PDT Rule 120 - Generated by the scipt below. OverviewThe script is meant to execute in the Linux console with permission to write to the fbdev. The result is If you'd like to try this, first make sure to adjust I originally implemented this in C, but converted to Python to use its list negative indexing feature, which made handling the leftmost cell easier. References I would love to hear your thoughts! [link] [comments] |
Unable to get a recurrence relation for this dynamic programming problem Posted: 13 Jul 2019 11:40 PM PDT I was trying out this DP problem: https://leetcode.com/problems/unique-binary-search-trees/ I havent been able to figure out the correct recurrence relation here. Im trying to figure out how to build a recurrence relation. My idea was: The number of unique BSTs for n ie F(n) = Sum of BSTs with n as root + Sum of BSTs with n as leaf + Sum of BSTs with n as intermediate node. The first 2 terms are just F(n - 1) each but Im unable to figure out a formula for the last term Specifically for n = 4, (the ACTUAL ANSEWER is 14) the number of BSTs where n is an 'intermediate node' i.e. a node which is neither root nor leaf should be 4, but I can only draw 3: [1,null,4,2,null,null,3] , [1,null,4,3,null,2,null] and [2,1,4,null,null,3,null] Is my idea of finding the recurrence relation correct here and am I just missing one BST where 4 is an intermediate node or is the recurrence relation itself wrong? [link] [comments] |
Outperforming Rust With Functional Programming Posted: 13 Jul 2019 11:31 PM PDT |
Posted: 13 Jul 2019 09:14 AM PDT How do we know w_i which is not possible to calculate using the tree search only ? From the lc0 slide, w_i is equal to summation of subtree of V ? How is this equivalent to winning ? https://i.redd.it/rpbvbe5di3a31.png https://i.redd.it/dsxnua5di3a31.png [link] [comments] |
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