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cepher

HN member
Joined
Mon, May 11, 2020, 10:31 AM UTC
HN karma
27
Public activity
12 items

About cepher

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Recent public activity

  1. comment
    Comment #33194162

    I’ve been meaning to read Practical Common Lisp for some time. Would you recommend this even for complete beginners to Lisp?

  2. comment
    Comment #30315385

    Kind of reminds me of the atemoya https://en.m.wikipedia.org/wiki/Atemoya . Saw it for the first time visiting South America, and it reminded me of a mix between a banana and somet…

  3. comment
    Comment #29907570

    That sounds like an interesting curriculum. Would you mind sharing what program that was?

  4. comment
    Comment #28907640

    I wonder what this means for the future of Brax [1]. 1. https://github.com/google/brax

  5. comment
    Comment #28699356

    That class looks amazing. Took a higher level computer systems course in undergrad that roughly followed http://csapp.cs.cmu.edu/ (great course).

  6. comment
    Comment #28698902

    I’ve recently gained an interest in computer architecture and systems programming in general after some high performance computing projects. Have been hearing about RISC-V from a d…

  7. story
  8. comment
    Comment #28622763

    I use linux+i3 at work, but personally have a mac. The main thing stopping me from ditching the mac is how convenient it is to swap files/photos between the iphone and mac, whether…

  9. comment
    Comment #28317079

    Does anyone know if this is more appropriate than the PlutoSDR for hobbyists? Seems like they have similar specs and are around the same price.

  10. comment
    Comment #27975809

    This book was my introduction to OCaml, and I followed it concurrently with the Nand2Tetris course. Project 6 of Nand2Tetris [1] has you write an assembler for their hack computer,…

  11. comment
    Comment #27328237

    Do you know if any tutorial exists for SNES emulators? Haven’t been able to find one, and I’ve heard it’s a large step up in difficulty from a NES emulator.

  12. comment
    Comment #26504790

    I know that a parallel prefix algorithm [1] can be used to calculate fib(n), since we can use repeated matrix multiplications (a formulation appropriate for a prefix sum algorithm)…