// Copyright (c) 2023 The Bitcoin Core developers // Distributed under the MIT software license, see the accompanying // file COPYING or http://www.opensource.org/licenses/mit-license.php. #include #include #include #include #include #include #include namespace { /** Evaluate a diagram at a specific size, returning the fee as a fraction. * * Fees in diagram cannot exceed 2^32, as the returned evaluation could overflow * the FeeFrac::fee field in the result. */ FeeFrac EvaluateDiagram(int32_t size, Span diagram) { assert(diagram.size() > 0); unsigned not_above = 0; unsigned not_below = diagram.size() - 1; // If outside the range of diagram, extend begin/end. if (size < diagram[not_above].size) return {diagram[not_above].fee, 1}; if (size > diagram[not_below].size) return {diagram[not_below].fee, 1}; // Perform bisection search to locate the diagram segment that size is in. while (not_below > not_above + 1) { unsigned mid = (not_below + not_above) / 2; if (diagram[mid].size <= size) not_above = mid; if (diagram[mid].size >= size) not_below = mid; } // If the size matches a transition point between segments, return its fee. if (not_below == not_above) return {diagram[not_below].fee, 1}; // Otherwise, interpolate. auto dir_coef = diagram[not_below] - diagram[not_above]; assert(dir_coef.size > 0); // Let A = diagram[not_above] and B = diagram[not_below] const auto& point_a = diagram[not_above]; // We want to return: // A.fee + (B.fee - A.fee) / (B.size - A.size) * (size - A.size) // = A.fee + dir_coef.fee / dir_coef.size * (size - A.size) // = (A.fee * dir_coef.size + dir_coef.fee * (size - A.size)) / dir_coef.size assert(size >= point_a.size); return {point_a.fee * dir_coef.size + dir_coef.fee * (size - point_a.size), dir_coef.size}; } std::weak_ordering CompareFeeFracWithDiagram(const FeeFrac& ff, Span diagram) { return FeeRateCompare(FeeFrac{ff.fee, 1}, EvaluateDiagram(ff.size, diagram)); } std::partial_ordering CompareDiagrams(Span dia1, Span dia2) { bool all_ge = true; bool all_le = true; for (const auto p1 : dia1) { auto cmp = CompareFeeFracWithDiagram(p1, dia2); if (std::is_lt(cmp)) all_ge = false; if (std::is_gt(cmp)) all_le = false; } for (const auto p2 : dia2) { auto cmp = CompareFeeFracWithDiagram(p2, dia1); if (std::is_lt(cmp)) all_le = false; if (std::is_gt(cmp)) all_ge = false; } if (all_ge && all_le) return std::partial_ordering::equivalent; if (all_ge && !all_le) return std::partial_ordering::greater; if (!all_ge && all_le) return std::partial_ordering::less; return std::partial_ordering::unordered; } void PopulateChunks(FuzzedDataProvider& fuzzed_data_provider, std::vector& chunks) { chunks.clear(); LIMITED_WHILE(fuzzed_data_provider.ConsumeBool(), 50) { chunks.emplace_back(fuzzed_data_provider.ConsumeIntegralInRange(INT32_MIN>>1, INT32_MAX>>1), fuzzed_data_provider.ConsumeIntegralInRange(1, 1000000)); } return; } } // namespace FUZZ_TARGET(build_and_compare_feerate_diagram) { // Generate a random set of chunks FuzzedDataProvider fuzzed_data_provider(buffer.data(), buffer.size()); std::vector chunks1, chunks2; FeeFrac empty{0, 0}; PopulateChunks(fuzzed_data_provider, chunks1); PopulateChunks(fuzzed_data_provider, chunks2); std::vector diagram1{BuildDiagramFromChunks(chunks1)}; std::vector diagram2{BuildDiagramFromChunks(chunks2)}; assert(diagram1.front() == empty); assert(diagram2.front() == empty); auto real = CompareFeerateDiagram(diagram1, diagram2); auto sim = CompareDiagrams(diagram1, diagram2); assert(real == sim); // Do explicit evaluation at up to 1000 points, and verify consistency with the result. LIMITED_WHILE(fuzzed_data_provider.remaining_bytes(), 1000) { int32_t size = fuzzed_data_provider.ConsumeIntegralInRange(0, diagram2.back().size); auto eval1 = EvaluateDiagram(size, diagram1); auto eval2 = EvaluateDiagram(size, diagram2); auto cmp = FeeRateCompare(eval1, eval2); if (std::is_lt(cmp)) assert(!std::is_gt(real)); if (std::is_gt(cmp)) assert(!std::is_lt(real)); } }