Scheme info is generated when converting the initial logical plan tree to Group, so in exploration phase, we need to fill in the schema of newly built Group; stats info is generated in lazy style when it is needed during implementation phase.
127 lines
3.4 KiB
Go
127 lines
3.4 KiB
Go
// Copyright 2018 PingCAP, Inc.
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//
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// Licensed under the Apache License, Version 2.0 (the "License");
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// you may not use this file except in compliance with the License.
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// You may obtain a copy of the License at
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//
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// http://www.apache.org/licenses/LICENSE-2.0
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//
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// Unless required by applicable law or agreed to in writing, software
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// distributed under the License is distributed on an "AS IS" BASIS,
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// See the License for the specific language governing permissions and
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// limitations under the License.
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package memo
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import (
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"container/list"
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"fmt"
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"github.com/pingcap/tidb/planner/property"
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)
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// Group is short for expression Group, which is used to store all the
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// logically equivalent expressions. It's a set of GroupExpr.
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type Group struct {
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Equivalents *list.List
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FirstExpr map[Operand]*list.Element
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Fingerprints map[string]*list.Element
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Explored bool
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SelfFingerprint string
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ImplMap map[string]Implementation
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Prop *property.LogicalProperty
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}
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// NewGroup creates a new Group.
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func NewGroup(e *GroupExpr) *Group {
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g := &Group{
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Equivalents: list.New(),
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Fingerprints: make(map[string]*list.Element),
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FirstExpr: make(map[Operand]*list.Element),
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ImplMap: make(map[string]Implementation),
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}
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g.Insert(e)
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return g
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}
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// FingerPrint returns the unique fingerprint of the Group.
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func (g *Group) FingerPrint() string {
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if g.SelfFingerprint == "" {
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g.SelfFingerprint = fmt.Sprintf("%p", g)
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}
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return g.SelfFingerprint
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}
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// Insert a nonexistent Group expression.
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func (g *Group) Insert(e *GroupExpr) bool {
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if g.Exists(e) {
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return false
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}
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operand := GetOperand(e.ExprNode)
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var newEquiv *list.Element
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mark, hasMark := g.FirstExpr[operand]
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if hasMark {
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newEquiv = g.Equivalents.InsertAfter(e, mark)
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} else {
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newEquiv = g.Equivalents.PushBack(e)
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g.FirstExpr[operand] = newEquiv
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}
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g.Fingerprints[e.FingerPrint()] = newEquiv
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return true
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}
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// Delete an existing Group expression.
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func (g *Group) Delete(e *GroupExpr) {
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fingerprint := e.FingerPrint()
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equiv, ok := g.Fingerprints[fingerprint]
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if !ok {
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return // Can not find the target GroupExpr.
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}
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g.Equivalents.Remove(equiv)
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delete(g.Fingerprints, fingerprint)
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operand := GetOperand(equiv.Value.(*GroupExpr).ExprNode)
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if g.FirstExpr[operand] != equiv {
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return // The target GroupExpr is not the first Element of the same Operand.
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}
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nextElem := equiv.Next()
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if nextElem != nil && GetOperand(nextElem.Value.(*GroupExpr).ExprNode) == operand {
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g.FirstExpr[operand] = nextElem
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return // The first Element of the same Operand has been changed.
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}
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delete(g.FirstExpr, operand)
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}
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// Exists checks whether a Group expression existed in a Group.
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func (g *Group) Exists(e *GroupExpr) bool {
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_, ok := g.Fingerprints[e.FingerPrint()]
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return ok
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}
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// GetFirstElem returns the first Group expression which matches the Operand.
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// Return a nil pointer if there isn't.
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func (g *Group) GetFirstElem(operand Operand) *list.Element {
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if operand == OperandAny {
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return g.Equivalents.Front()
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}
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return g.FirstExpr[operand]
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}
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// GetImpl returns the best Implementation satisfy the physical property.
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func (g *Group) GetImpl(prop *property.PhysicalProperty) Implementation {
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key := prop.HashCode()
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return g.ImplMap[string(key)]
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}
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// InsertImpl inserts the best Implementation satisfy the physical property.
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func (g *Group) InsertImpl(prop *property.PhysicalProperty, impl Implementation) {
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key := prop.HashCode()
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g.ImplMap[string(key)] = impl
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}
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