/* -*- Mode: C++; tab-width: 8; indent-tabs-mode: nil; c-basic-offset: 2 -*- * vim: set ts=8 sts=2 et sw=2 tw=80: * This Source Code Form is subject to the terms of the Mozilla Public * License, v. 2.0. If a copy of the MPL was not distributed with this * file, You can obtain one at http://mozilla.org/MPL/2.0/. */ #ifndef ds_InlineTable_h #define ds_InlineTable_h #include "mozilla/Maybe.h" #include #include "js/AllocPolicy.h" #include "js/HashTable.h" namespace js { namespace detail { // The InlineTable below needs an abstract way of testing keys for // tombstone values, and to set a key in an entry to a tombstone. // This is provided by the KeyPolicy generic type argument, which // has a default implementation for pointers provided below. // A default implementation of a KeyPolicy for some types (only pointer // types for now). // // The `KeyPolicy` type parameter informs an InlineTable of how to // check for tombstone values and to set tombstone values within // the domain of key (entry). // // A `KeyPolicy` for some key type `K` must provide two static methods: // static bool isTombstone(const K& key); // static void setToTombstone(K& key); template class DefaultKeyPolicy; template class DefaultKeyPolicy { DefaultKeyPolicy() = delete; DefaultKeyPolicy(const T*&) = delete; public: static bool isTombstone(T* const& ptr) { return ptr == nullptr; } static void setToTombstone(T*& ptr) { ptr = nullptr; } }; template class InlineTable : private AllocPolicy { private: using TablePtr = typename Table::Ptr; using TableAddPtr = typename Table::AddPtr; using TableRange = typename Table::Range; using Lookup = typename HashPolicy::Lookup; size_t inlNext_; size_t inlCount_; InlineEntry inl_[InlineEntries]; Table table_; #ifdef DEBUG template static bool keyNonZero(const Key& key) { // Zero as tombstone means zero keys are invalid. return !!key; } #endif InlineEntry* inlineStart() { MOZ_ASSERT(!usingTable()); return inl_; } const InlineEntry* inlineStart() const { MOZ_ASSERT(!usingTable()); return inl_; } InlineEntry* inlineEnd() { MOZ_ASSERT(!usingTable()); return inl_ + inlNext_; } const InlineEntry* inlineEnd() const { MOZ_ASSERT(!usingTable()); return inl_ + inlNext_; } bool usingTable() const { return inlNext_ > InlineEntries; } MOZ_MUST_USE bool switchToTable() { MOZ_ASSERT(inlNext_ == InlineEntries); table_.clear(); InlineEntry* end = inlineEnd(); for (InlineEntry* it = inlineStart(); it != end; ++it) { if (it->key && !it->moveTo(table_)) { return false; } } inlNext_ = InlineEntries + 1; MOZ_ASSERT(table_.count() == inlCount_); MOZ_ASSERT(usingTable()); return true; } MOZ_NEVER_INLINE MOZ_MUST_USE bool switchAndAdd(const InlineEntry& entry) { if (!switchToTable()) { return false; } return entry.putNew(table_); } public: static const size_t SizeOfInlineEntries = sizeof(InlineEntry) * InlineEntries; explicit InlineTable(AllocPolicy a = AllocPolicy()) : AllocPolicy(std::move(a)), inlNext_(0), inlCount_(0), table_(a) {} class Ptr { friend class InlineTable; protected: MOZ_INIT_OUTSIDE_CTOR Entry entry_; MOZ_INIT_OUTSIDE_CTOR TablePtr tablePtr_; MOZ_INIT_OUTSIDE_CTOR InlineEntry* inlPtr_; MOZ_INIT_OUTSIDE_CTOR bool isInlinePtr_; explicit Ptr(TablePtr p) : entry_(p.found() ? &*p : nullptr), tablePtr_(p), isInlinePtr_(false) {} explicit Ptr(InlineEntry* inlineEntry) : entry_(inlineEntry), inlPtr_(inlineEntry), isInlinePtr_(true) {} void operator==(const Ptr& other); public: // Leaves Ptr uninitialized. Ptr() { #ifdef DEBUG inlPtr_ = (InlineEntry*)0xbad; isInlinePtr_ = true; #endif } // Default copy constructor works for this structure. bool found() const { return isInlinePtr_ ? bool(inlPtr_) : tablePtr_.found(); } explicit operator bool() const { return found(); } bool operator==(const Ptr& other) const { MOZ_ASSERT(found() && other.found()); if (isInlinePtr_ != other.isInlinePtr_) { return false; } if (isInlinePtr_) { return inlPtr_ == other.inlPtr_; } return tablePtr_ == other.tablePtr_; } bool operator!=(const Ptr& other) const { return !(*this == other); } Entry& operator*() { MOZ_ASSERT(found()); return entry_; } Entry* operator->() { MOZ_ASSERT(found()); return &entry_; } }; class AddPtr { friend class InlineTable; protected: MOZ_INIT_OUTSIDE_CTOR Entry entry_; MOZ_INIT_OUTSIDE_CTOR TableAddPtr tableAddPtr_; MOZ_INIT_OUTSIDE_CTOR InlineEntry* inlAddPtr_; MOZ_INIT_OUTSIDE_CTOR bool isInlinePtr_; // Indicates whether inlAddPtr is a found result or an add pointer. MOZ_INIT_OUTSIDE_CTOR bool inlPtrFound_; AddPtr(InlineEntry* ptr, bool found) : entry_(ptr), inlAddPtr_(ptr), isInlinePtr_(true), inlPtrFound_(found) {} explicit AddPtr(const TableAddPtr& p) : entry_(p.found() ? &*p : nullptr), tableAddPtr_(p), isInlinePtr_(false) {} public: AddPtr() = default; bool found() const { return isInlinePtr_ ? inlPtrFound_ : tableAddPtr_.found(); } explicit operator bool() const { return found(); } bool operator==(const AddPtr& other) const { MOZ_ASSERT(found() && other.found()); if (isInlinePtr_ != other.isInlinePtr_) { return false; } if (isInlinePtr_) { return inlAddPtr_ == other.inlAddPtr_; } return tableAddPtr_ == other.tableAddPtr_; } bool operator!=(const AddPtr& other) const { return !(*this == other); } Entry& operator*() { MOZ_ASSERT(found()); return entry_; } Entry* operator->() { MOZ_ASSERT(found()); return &entry_; } }; size_t count() const { return usingTable() ? table_.count() : inlCount_; } bool empty() const { return usingTable() ? table_.empty() : !inlCount_; } void clear() { inlNext_ = 0; inlCount_ = 0; } MOZ_ALWAYS_INLINE Ptr lookup(const Lookup& l) { MOZ_ASSERT(keyNonZero(l)); if (usingTable()) { return Ptr(table_.lookup(l)); } InlineEntry* end = inlineEnd(); for (InlineEntry* it = inlineStart(); it != end; ++it) { if (it->key && HashPolicy::match(it->key, l)) { return Ptr(it); } } return Ptr(nullptr); } MOZ_ALWAYS_INLINE AddPtr lookupForAdd(const Lookup& l) { MOZ_ASSERT(keyNonZero(l)); if (usingTable()) { return AddPtr(table_.lookupForAdd(l)); } InlineEntry* end = inlineEnd(); for (InlineEntry* it = inlineStart(); it != end; ++it) { if (it->key && HashPolicy::match(it->key, l)) { return AddPtr(it, true); } } // The add pointer that's returned here may indicate the limit entry of // the linear space, in which case the |add| operation will initialize // the table if necessary and add the entry there. return AddPtr(inlineEnd(), false); } template MOZ_ALWAYS_INLINE MOZ_MUST_USE bool add(AddPtr& p, KeyInput&& key, Args&&... args) { MOZ_ASSERT(!p); MOZ_ASSERT(keyNonZero(key)); if (p.isInlinePtr_) { InlineEntry* addPtr = p.inlAddPtr_; MOZ_ASSERT(addPtr == inlineEnd()); // Switching to table mode before we add this pointer. if (addPtr == inlineStart() + InlineEntries) { if (!switchToTable()) { return false; } return table_.putNew(std::forward(key), std::forward(args)...); } MOZ_ASSERT(!p.found()); MOZ_ASSERT(uintptr_t(inlineEnd()) == uintptr_t(p.inlAddPtr_)); if (!this->checkSimulatedOOM()) { return false; } addPtr->update(std::forward(key), std::forward(args)...); ++inlCount_; ++inlNext_; return true; } return table_.add(p.tableAddPtr_, std::forward(key), std::forward(args)...); } void remove(Ptr& p) { MOZ_ASSERT(p); if (p.isInlinePtr_) { MOZ_ASSERT(inlCount_ > 0); MOZ_ASSERT(!KeyPolicy::isTombstone(p.inlPtr_->key)); KeyPolicy::setToTombstone(p.inlPtr_->key); --inlCount_; return; } MOZ_ASSERT(usingTable()); table_.remove(p.tablePtr_); } void remove(const Lookup& l) { if (Ptr p = lookup(l)) { remove(p); } } class Range { friend class InlineTable; protected: mozilla::Maybe tableRange_; // `Nothing` if `isInline_==true` InlineEntry* cur_; InlineEntry* end_; bool isInline_; explicit Range(TableRange r) : tableRange_(mozilla::Some(r)), cur_(nullptr), end_(nullptr), isInline_(false) { MOZ_ASSERT(!isInlineRange()); } Range(const InlineEntry* begin, const InlineEntry* end) : tableRange_(mozilla::Nothing()), cur_(const_cast(begin)), end_(const_cast(end)), isInline_(true) { advancePastNulls(cur_); MOZ_ASSERT(isInlineRange()); } bool assertInlineRangeInvariants() const { MOZ_ASSERT(uintptr_t(cur_) <= uintptr_t(end_)); MOZ_ASSERT_IF(cur_ != end_, !KeyPolicy::isTombstone(cur_->key)); return true; } bool isInlineRange() const { MOZ_ASSERT_IF(isInline_, assertInlineRangeInvariants()); return isInline_; } void advancePastNulls(InlineEntry* begin) { InlineEntry* newCur = begin; while (newCur < end_ && KeyPolicy::isTombstone(newCur->key)) { ++newCur; } MOZ_ASSERT(uintptr_t(newCur) <= uintptr_t(end_)); cur_ = newCur; } void bumpCurPtr() { MOZ_ASSERT(isInlineRange()); advancePastNulls(cur_ + 1); } public: bool empty() const { return isInlineRange() ? cur_ == end_ : tableRange_->empty(); } Entry front() { MOZ_ASSERT(!empty()); if (isInlineRange()) { return Entry(cur_); } return Entry(&tableRange_->front()); } void popFront() { MOZ_ASSERT(!empty()); if (isInlineRange()) { bumpCurPtr(); } else { tableRange_->popFront(); } } }; Range all() const { return usingTable() ? Range(table_.all()) : Range(inlineStart(), inlineEnd()); } }; } // namespace detail // A map with InlineEntries number of entries kept inline in an array. // // The Key type must be zeroable as zeros are used as tombstone keys. // The Value type must have a default constructor. // // The API is very much like HashMap's. template , typename AllocPolicy = TempAllocPolicy, typename KeyPolicy = detail::DefaultKeyPolicy> class InlineMap { using Map = HashMap; struct InlineEntry { Key key; Value value; template void update(KeyInput&& key, ValueInput&& value) { this->key = std::forward(key); this->value = std::forward(value); } MOZ_MUST_USE bool moveTo(Map& map) { return map.putNew(std::move(key), std::move(value)); } }; class Entry { using MapEntry = typename Map::Entry; MapEntry* mapEntry_; InlineEntry* inlineEntry_; public: Entry() = default; explicit Entry(MapEntry* mapEntry) : mapEntry_(mapEntry), inlineEntry_(nullptr) {} explicit Entry(InlineEntry* inlineEntry) : mapEntry_(nullptr), inlineEntry_(inlineEntry) {} const Key& key() const { MOZ_ASSERT(!!mapEntry_ != !!inlineEntry_); if (mapEntry_) { return mapEntry_->key(); } return inlineEntry_->key; } Value& value() { MOZ_ASSERT(!!mapEntry_ != !!inlineEntry_); if (mapEntry_) { return mapEntry_->value(); } return inlineEntry_->value; } }; using Impl = detail::InlineTable; Impl impl_; public: using Table = Map; using Ptr = typename Impl::Ptr; using AddPtr = typename Impl::AddPtr; using Range = typename Impl::Range; using Lookup = typename HashPolicy::Lookup; static const size_t SizeOfInlineEntries = Impl::SizeOfInlineEntries; explicit InlineMap(AllocPolicy a = AllocPolicy()) : impl_(std::move(a)) {} size_t count() const { return impl_.count(); } bool empty() const { return impl_.empty(); } void clear() { impl_.clear(); } Range all() const { return impl_.all(); } MOZ_ALWAYS_INLINE Ptr lookup(const Lookup& l) { return impl_.lookup(l); } MOZ_ALWAYS_INLINE bool has(const Lookup& l) const { return const_cast(this)->lookup(l).found(); } MOZ_ALWAYS_INLINE AddPtr lookupForAdd(const Lookup& l) { return impl_.lookupForAdd(l); } template MOZ_ALWAYS_INLINE MOZ_MUST_USE bool add(AddPtr& p, KeyInput&& key, ValueInput&& value) { return impl_.add(p, std::forward(key), std::forward(value)); } template MOZ_MUST_USE bool put(KeyInput&& key, ValueInput&& value) { AddPtr p = lookupForAdd(key); if (p) { p->value() = std::forward(value); return true; } return add(p, std::forward(key), std::forward(value)); } void remove(Ptr& p) { impl_.remove(p); } void remove(const Lookup& l) { impl_.remove(l); } }; // A set with InlineEntries number of entries kept inline in an array. // // The T type must be zeroable as zeros are used as tombstone keys. // The T type must have a default constructor. // // The API is very much like HashMap's. template , typename AllocPolicy = TempAllocPolicy, typename KeyPolicy = detail::DefaultKeyPolicy> class InlineSet { using Set = HashSet; struct InlineEntry { T key; template void update(TInput&& key) { this->key = std::forward(key); } MOZ_MUST_USE bool moveTo(Set& set) { return set.putNew(std::move(key)); } }; class Entry { using SetEntry = typename Set::Entry; SetEntry* setEntry_; InlineEntry* inlineEntry_; public: Entry() = default; explicit Entry(const SetEntry* setEntry) : setEntry_(const_cast(setEntry)), inlineEntry_(nullptr) {} explicit Entry(InlineEntry* inlineEntry) : setEntry_(nullptr), inlineEntry_(inlineEntry) {} operator T() const { MOZ_ASSERT(!!setEntry_ != !!inlineEntry_); if (setEntry_) { return *setEntry_; } return inlineEntry_->key; } }; using Impl = detail::InlineTable; Impl impl_; public: using Table = Set; using Ptr = typename Impl::Ptr; using AddPtr = typename Impl::AddPtr; using Range = typename Impl::Range; using Lookup = typename HashPolicy::Lookup; static const size_t SizeOfInlineEntries = Impl::SizeOfInlineEntries; explicit InlineSet(AllocPolicy a = AllocPolicy()) : impl_(std::move(a)) {} size_t count() const { return impl_.count(); } bool empty() const { return impl_.empty(); } void clear() { impl_.clear(); } Range all() const { return impl_.all(); } MOZ_ALWAYS_INLINE Ptr lookup(const Lookup& l) { return impl_.lookup(l); } MOZ_ALWAYS_INLINE bool has(const Lookup& l) const { return const_cast(this)->lookup(l).found(); } MOZ_ALWAYS_INLINE AddPtr lookupForAdd(const Lookup& l) { return impl_.lookupForAdd(l); } template MOZ_ALWAYS_INLINE MOZ_MUST_USE bool add(AddPtr& p, TInput&& key) { return impl_.add(p, std::forward(key)); } template MOZ_MUST_USE bool put(TInput&& key) { AddPtr p = lookupForAdd(key); return p ? true : add(p, std::forward(key)); } void remove(Ptr& p) { impl_.remove(p); } void remove(const Lookup& l) { impl_.remove(l); } }; } // namespace js #endif // ds_InlineTable_h