I made a simple diagram on history of OS, feel free to comment Computer Science |
- I made a simple diagram on history of OS, feel free to comment
- How to write a script for photoshop to type a shortcut then quick export to png also open the exported folder instantly?
- GOS: Modelling language and the compiler to solve CSPs using SAT
- Working on a project involving probability, read and hopefully help?
- Why is portabilty important? Can't we compile different binaries?
- SFML help
I made a simple diagram on history of OS, feel free to comment Posted: 03 Jan 2021 09:37 AM PST I tried to make the details as simplified as possible. Please confirm if I gave justice to each OS distributions by correctly summarizing the key characteristics. :) // Edit: Thanks for all the details feedbacks! You guys are great. :) I'm making changes slowly -- but keep in mind this is simplified to only include the most major developments (what an engineer should know, etc) so the diagram cannot include everything. // edit: changed MS branch to proprietary, minix and ms dos is not unix derivative, included cp/m, split ms branch to DOS/NT, chromeos is gentoo derivative [link] [comments] |
Posted: 03 Jan 2021 11:06 PM PST |
GOS: Modelling language and the compiler to solve CSPs using SAT Posted: 03 Jan 2021 07:22 AM PST |
Working on a project involving probability, read and hopefully help? Posted: 03 Jan 2021 05:14 PM PST Hi! [link] [comments] |
Why is portabilty important? Can't we compile different binaries? Posted: 03 Jan 2021 03:43 PM PST One of the main appeals of Java is the claimed portability with the JVM, "write once, run anywhere". But this doesn't make sense to me: What's the problem with compiling a different binary for each individual platform? [link] [comments] |
Posted: 03 Jan 2021 11:48 AM PST Hi guys I'm using 2 sperate shapes to draw circle inside a rectangle, triangle inside a rectangle and quadrilateral inside a triangle. But the problem is that how can I treat the 2 shapes as 1? Mean I have to randomly distribute these rectangles containing respective shapes. And after that, I have to check the collision of these rectangles with a circle (ball). What is the solution to this or is there any other better alternative? [link] [comments] |
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