Insertion algorithm in a nutshell:
1. Calculate hash value
2. Take 4 least-significant bits of the hash value. These tell you which
partition the value belongs to.
3. Lock that partition
4. Take the X (X > 4) least significant bits of the hash value. These
tell you which hash bucket the value belongs to.
5. Add value to that hash bucket. A bucket is implemented as a linked
list. Also called a "hash chain" in the README.
6. Unlock partition
Cui Shijun wrote:
Ah... It seems that a item is calculated its hash value, get the bucket
number from it and insert into that bucket "chain". The insertion has
nothing to do with partition number(but Alvaro says "which hash is
used depends on the partition number". I haven't really understood
this: how can we get a hash value without deciding which hash to
use? ). However, when we travel along a chain to get a item, we can
infer its partition number from its hash value.
My problem is, I'm not so sure about the process stated above,
because in that way, items in ONE chain may belong to different
partitions,and it is obviously conflicted with "so that different
partitions use different hash chains" as README mentioned.
2007/4/28, Tom Lane <[EMAIL PROTECTED]>:
It's not that hard: the bucket number is some number of low-order bits
of the hash value, and the partition number is some smaller (or at most
equal) number of low-order bits of the hash value.
regards, tom lane
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