Michael Raitza
41c4a51d64
Complete insertion via set-at
...
Use MAGIC Algorithms log2 folding to calculate critical bit of the form
yyyyxyyyy, where y bits are 1 and x is 0, denoting the critical bit (from the
right).
Idea from Adam Langley's C example implementation.
2020-02-09 23:05:08 +01:00
Michael Raitza
9de4680d39
Distinguish into internal and leaf nodes; Implement appending leaf node
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No internal node splitting
2020-02-09 21:28:06 +01:00
Michael Raitza
0674a825b0
critbit: Make compiler happy NOFIX
2020-02-09 21:27:11 +01:00
Michael Raitza
3e2f2e7dac
Implement set-at; cb-set for the empty tree
2020-02-09 15:54:27 +01:00
Michael Raitza
5a7d699b3b
Introduce key-bytes symbol and with-key
2020-02-09 01:54:08 +01:00
Michael Raitza
b5dd6e1065
Start implementation as a sub class to trees
2020-02-09 01:40:58 +01:00
Michael Raitza
b686040e7d
WIP: Some code updates...
2020-01-18 21:45:03 +01:00
Michael Raitza
c8d3ba4d59
WIP: Searching, node calculation, put into empty tree
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Misses insertion of a node into the tree
2019-04-23 23:00:38 +02:00
Michael Raitza
99e724d0cd
Add critbit CWEB documentation
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from https://github.com/agl/critbit
2019-04-23 15:35:26 +02:00
Michael Raitza
f2c44cae8d
WIP Initial code
2019-04-23 09:36:06 +02:00
Michael Raitza
0f4884bd8b
Add playground
2019-04-23 09:35:57 +02:00
Michael Raitza