Abstract: Generation of synthetic database data includes annotated query subplans for a multiple table query workload that includes a desired cardinality for nodes (v) in the subplans. The subplans may be merged and represented by a direct acyclic graph (DAG). The maximum entropy joint probability distribution for each attribute (x) for each node (v) is determined as: p ? ( x ) = exp ( ? v ? ? w v ? f v ? ( x ) Z ) for each node v, where wv is a weight of node v, fv is a conjunct of predicates in a subplan rooted at node v, and Z is a normalization factor. This distribution is determined such that the desired cardinality, and selectivities for each node v determined from the desired cardinality, are satisfied. The data for a plurality of tables are generated by sampling the maximum entropy joint probability distribution for a domain of attributes (x) of a plurality of tables. Data may be efficiently generated for multiple table queries and for DAGs.

Abstract: Generation of synthetic database data includes annotated query subplans for a multiple table query workload that includes a desired cardinality for nodes (v) in the subplans. The subplans may be merged and represented by a direct acyclic graph (DAG). The maximum entropy joint probability distribution for each attribute (x) for each node (v) is determined as: p ? ( x ) = exp [ ( ? v ? ? w v ? f v ? ( x ) Z ] ) for each node v, where wv is a weight of node v, fv is a conjunct of predicates in a subplan rooted at node v, and Z is a normalization factor. This distribution is determined such that the desired cardinality, and selectivities for each node v determined from the desired cardinality, are satisfied. The data for a plurality of tables are generated by sampling the maximum entropy joint probability distribution for a domain of attributes (x) of a plurality of tables. Data may be efficiently generated for multiple table queries and for DAGs.