Viewing profile — rokicki
rokicki
HN member- Joined
- Sun, Apr 14, 2024, 4:38 AM UTC
- HN karma
- 9
- Public activity
- 12 items
- HN profile
- View on Hacker News ↗
About rokicki
No profile information was provided.
Recent public activity
-
comment
Comment #48296061
It's so odd that the only nontrivial example code in the paper is completely buggy. The find longest common prefix function of a list of strings fails (try ["a", "bc", "ade"]).
-
comment
Comment #46035924
For Cochlear brand your kit should include backup coils, and replacement is overnight. If you turn on lights (child mode) the processor lights indicate streaming with blue. I love …
-
comment
Comment #45782467
It should take 105 repetitions: https://alpha.twizzle.net/explore/?alg=%28U+R%29105 Unless by "same direction" you mean "opposite direction", in which case 63 works: https://alpha.…
- story
-
comment
Comment #41384906
Nice blog post, but I really wish the author knew how to use apostrophes. (Or the difference between its and it's, if it's not the typographical character he doesn't like.) It's ju…
-
comment
Comment #40497322
This expression is nonzero iff reverse(a) > reverse(b) (where reverse is the bitreversal of an unsigned number). It (using the address of the nodes as arguments) can serve as a tie…
-
comment
Comment #40486311
There's a nice elegant description of what it does, mathematically, and a significant use in Computer Science.
-
comment
Comment #40484248
To take this to the next level: what does [(a^b) & (-(a^b)) & a] compute? (Assume unsigned arithmetic.) And then after that: what use can this be put to?
-
comment
Comment #40069261
To solve a particular position, I just use level-by-level breadth-first search until a level contains two values that are reverses of each other. To explore the entire state space …
-
comment
Comment #40042270
Finished with a full-state search of 12; worst case is indeed 130. Found a game for n=14 that takes 172 moves: 6 11 8 2 7 10 9 12 4 1 14 3.
-
comment
Comment #40032041
Finished with a full state-space search of 11; worst case is indeed 106 (vs 126 for 10).
-
comment
Comment #40028706
Here are the maximum number of steps required through 10, and likely maximum number of steps required through 12: 6: 14 7: 26 8: 74 9: 86 10: 126 11: 106 (?) (full state space not …