More accurate description of tests

main
Ziyang Hu 2 years ago
parent 7a4e428ea8
commit 670422a0ff

@ -82,7 +82,7 @@ you can build your queries piece by piece.
On a 2020 Mac Mini with the RocksDB persistent storage engine (Cozo supports many storage engines): On a 2020 Mac Mini with the RocksDB persistent storage engine (Cozo supports many storage engines):
* Running OLTP queries for a relation with 1.6M rows, you can expect around 100K QPS (queries per second) for mixed read/write/update transactional queries, and more than 250K QPS for read-only queries, with database peak memory usage around 50MB. * Running OLTP queries for a relation with 1.6M rows, you can expect around 100K QPS (queries per second) for mixed read/write/update transactional queries, and more than 250K QPS for read-only queries, with database peak memory usage around 50MB.
* Speed for backup or restore is around 1M rows per second, and is insensitive to data size. * Speed for backup is around 1M rows per second, for restore is around 400K rows per second, and is insensitive to relation (table) size.
* For OLAP queries, it takes around 1 second (within a factor of 2, depending on the exact operations) to scan a table with 1.6M rows. The time a query takes scales roughly with the number of rows the query touches, with memory usage determined mainly by the size of the return set. * For OLAP queries, it takes around 1 second (within a factor of 2, depending on the exact operations) to scan a table with 1.6M rows. The time a query takes scales roughly with the number of rows the query touches, with memory usage determined mainly by the size of the return set.
* The Pagerank algorithm completes in around 50ms for a graph with 10K vertices and 120K edges, around 1 second for a graph with 100K vertices and 1.7M edges, and around 30 seconds for a graph with 1.6M vertices and 32M edges. * The Pagerank algorithm completes in around 50ms for a graph with 10K vertices and 120K edges, around 1 second for a graph with 100K vertices and 1.7M edges, and around 30 seconds for a graph with 1.6M vertices and 32M edges.

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