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333 lines
13 KiB
C++
333 lines
13 KiB
C++
// Copyright Advanced Micro Devices, Inc., or its affiliates.
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// SPDX-License-Identifier: MIT
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#include <catch2/catch_test_macros.hpp>
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#include <catch2/generators/catch_generators.hpp>
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#include <rocRoller/Expression.hpp>
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#include <rocRoller/KernelGraph/KernelGraph.hpp>
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#include <rocRoller/KernelGraph/Transforms/All.hpp>
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#include <rocRoller/KernelGraph/Utils.hpp>
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#include <common/CommonGraphs.hpp>
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#include "TestContext.hpp"
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TEST_CASE("Colour by Unroll value", "[kernel-graph]")
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{
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using namespace rocRoller::Expression;
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using namespace rocRoller::KernelGraph;
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using namespace rocRoller::KernelGraph::ControlGraph;
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using namespace rocRoller::KernelGraph::CoordinateGraph;
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KernelGraph graph;
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auto unrollX = graph.coordinates.addElement(Unroll());
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auto unrollY = graph.coordinates.addElement(Unroll());
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auto unrollK = graph.coordinates.addElement(Unroll());
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auto userA = graph.coordinates.addElement(User());
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auto userB = graph.coordinates.addElement(User());
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auto tileA = graph.coordinates.addElement(MacroTile());
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auto tileB = graph.coordinates.addElement(MacroTile());
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auto tileD = graph.coordinates.addElement(MacroTile());
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auto DF = [](int tag) {
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return std::make_shared<Expression>(
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DataFlowTag{tag, rocRoller::Register::Type::Vector, {}});
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};
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uint vX = 5u, vY = 7u, vK = 11u;
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auto kernel = graph.control.addElement(Kernel());
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auto setCoordX = graph.control.addElement(SetCoordinate(literal(vX)));
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auto setCoordY = graph.control.addElement(SetCoordinate(literal(vY)));
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auto setCoordK = graph.control.addElement(SetCoordinate(literal(vK)));
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auto loadA = graph.control.addElement(LoadTiled());
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auto loadB = graph.control.addElement(LoadTiled());
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auto assignD = graph.control.addElement(
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Assign(rocRoller::Register::Type::Vector, DF(tileA) + DF(tileB)));
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auto storeD = graph.control.addElement(StoreTiled());
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graph.control.addElement(Body(), {kernel}, {setCoordX});
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graph.control.addElement(Body(), {setCoordX}, {setCoordK});
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graph.control.addElement(Body(), {setCoordK}, {loadA});
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graph.control.addElement(Body(), {kernel}, {setCoordY});
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graph.control.addElement(Body(), {setCoordY}, {loadB});
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auto s1 = graph.control.addElement(Sequence(), {setCoordX}, {assignD});
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auto s2 = graph.control.addElement(Sequence(), {setCoordY}, {assignD});
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graph.control.addElement(Sequence(), {assignD}, {storeD});
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graph.mapper.connect<Unroll>(setCoordX, unrollX);
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graph.mapper.connect<Unroll>(setCoordY, unrollY);
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graph.mapper.connect<Unroll>(setCoordK, unrollK);
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graph.mapper.connect<MacroTile>(loadA, tileA);
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graph.mapper.connect<MacroTile>(loadB, tileB);
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graph.mapper.connect<User>(loadA, userA);
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graph.mapper.connect<User>(loadB, userB);
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graph.mapper.connect<MacroTile>(assignD, tileD);
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graph.mapper.connect<MacroTile>(storeD, tileD);
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/* graph is:
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*
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* Kernel
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* / \
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* SetCoordX SetCoordY
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* / . . \
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* SetCoordK . . LoadTileB
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* | AssignD
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* LoadTileA .
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* StoreTileD
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*
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* where the solid edges are Body, and dotted are Sequence.
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*
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* Note that D is result of A + B.
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*/
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auto exclude = GENERATE(false, true);
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auto excludeUnrolls
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= exclude ? std::unordered_set<int>{unrollX, unrollK} : std::unordered_set<int>{};
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auto colouring = colourByUnrollValue(graph, -1, excludeUnrolls);
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// We are relying on the default behaviour of operation[] below:
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// missing entries in a map get default constructed, and therefore
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// missing colours are 0.
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auto cX = exclude ? 0 : vX;
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auto cY = vY;
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auto cK = exclude ? 0 : vK;
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CHECK(colouring.operationColour[setCoordX][unrollX] == cX);
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CHECK(colouring.operationColour[setCoordX][unrollY] == 0);
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CHECK(colouring.operationColour[setCoordX][unrollK] == cK);
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CHECK(colouring.operationColour[setCoordY][unrollX] == 0);
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CHECK(colouring.operationColour[setCoordY][unrollY] == cY);
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CHECK(colouring.operationColour[setCoordY][unrollK] == 0);
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CHECK(colouring.operationColour[setCoordK][unrollX] == cX);
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CHECK(colouring.operationColour[setCoordK][unrollY] == 0);
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CHECK(colouring.operationColour[setCoordK][unrollK] == cK);
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CHECK(colouring.operationColour[loadA][unrollX] == cX);
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CHECK(colouring.operationColour[loadA][unrollY] == 0);
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CHECK(colouring.operationColour[loadA][unrollK] == cK);
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CHECK(colouring.operationColour[loadA][unrollX] == cX);
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CHECK(colouring.operationColour[loadA][unrollY] == 0);
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CHECK(colouring.operationColour[loadA][unrollK] == cK);
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CHECK(colouring.operationColour[loadB][unrollX] == 0);
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CHECK(colouring.operationColour[loadB][unrollY] == cY);
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CHECK(colouring.operationColour[loadB][unrollK] == 0);
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CHECK(colouring.operationColour[assignD][unrollX] == cX);
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CHECK(colouring.operationColour[assignD][unrollY] == cY);
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CHECK(colouring.operationColour[assignD][unrollK] == cK);
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CHECK(colouring.coordinateColour[tileA][unrollX] == cX);
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CHECK(colouring.coordinateColour[tileA][unrollY] == 0);
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CHECK(colouring.coordinateColour[tileA][unrollK] == cK);
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CHECK(colouring.coordinateColour[tileB][unrollX] == 0);
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CHECK(colouring.coordinateColour[tileB][unrollY] == cY);
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CHECK(colouring.coordinateColour[tileB][unrollK] == 0);
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CHECK(colouring.coordinateColour[tileD][unrollX] == cX);
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CHECK(colouring.coordinateColour[tileD][unrollY] == cY);
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CHECK(colouring.coordinateColour[tileD][unrollK] == cK);
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CHECK(colouring.operationColour[storeD][unrollX] == cX);
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CHECK(colouring.operationColour[storeD][unrollY] == cY);
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CHECK(colouring.operationColour[storeD][unrollK] == cK);
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if(not exclude)
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{
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// SetCoordX, SetCoordY, and AssignD all have colours, their
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// colours are different, and they are connected by the s1 and
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// s2 Sequence edges. To explicitly separate the colours,
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// you'd have to cut s1 and s2.
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CHECK(colouring.separators == std::set<int>{s1, s2});
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}
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else
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{
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// Only Y is coloured, and nothing else has a colour. There
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// aren't any explicit colour mismatches, and therefore no
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// separators.
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CHECK(colouring.separators == std::set<int>{});
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}
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}
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TEST_CASE("Colour by NaryArgument - Basic Matrix Multiply", "[kernel-graph]")
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{
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using namespace rocRollerTest;
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using namespace rocRoller::KernelGraph;
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using namespace rocRoller::KernelGraph::ControlGraph;
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using GD = rocRoller::Graph::Direction;
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auto context = TestContext::ForDefaultTarget();
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// Create a simple GEMM without scaling
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auto example = rocRollerTest::Graphs::GEMM(rocRoller::DataType::Float);
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example.setTileSize(64, 64, 64);
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example.setMFMA(32, 32, 2, 1);
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example.setPrefetch(true, 2, 0, false);
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auto graph = example.getKernelGraph();
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auto params = example.getCommandParameters();
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// Apply necessary transforms to set up the multiply operation
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graph = transform<IdentifyParallelDimensions>(graph);
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graph = transform<OrderMemory>(graph, true);
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graph = transform<UpdateParameters>(graph, params);
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graph = transform<AddLDS>(graph, params, context.get());
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graph = transform<LowerLinear>(graph, context.get());
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graph = transform<LowerTile>(graph, params, context.get());
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graph = transform<LowerTensorContraction>(graph, params, context.get());
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graph = transform<Simplify>(graph);
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graph = transform<ConstantPropagation>(graph);
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graph = transform<FuseExpressions>(graph);
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graph = transform<ConnectWorkgroups>(graph, context.get());
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graph = transform<WorkgroupRemapXCC>(graph, context.get(), params->workgroupRemapXCC);
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graph = transform<UnrollLoops>(graph, params, context.get());
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graph = transform<FuseLoops>(graph);
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graph = transform<RemoveDuplicates>(graph);
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graph = transform<OrderEpilogueBlocks>(graph);
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graph = transform<CleanLoops>(graph);
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graph = transform<AddPrefetch>(graph, params, context.get());
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// Call colourByNaryArgument
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auto colouring = colourByNaryArgument(graph);
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CHECK(colouring.coordinateColour.size() > 0);
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CHECK(colouring.operationColour.size() > 0);
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auto forKLoopPredicate = [&](int tag) -> bool {
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auto maybeForLoop = graph.control.get<ForLoopOp>(tag);
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if(!maybeForLoop)
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return false;
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return maybeForLoop->loopName == rocRoller::KLOOP;
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};
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auto kernel = *only(graph.control.roots());
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auto forLoop = *only(graph.control.findNodes(kernel, forKLoopPredicate, GD::Downstream));
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auto bodies = graph.control.getOutputNodeIndices<Body>(forLoop).to<std::set>();
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auto shouldHaveColourPredicate = [&](int tag) -> bool {
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return graph.control.get<LoadTiled>(tag).has_value()
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|| graph.control.get<LoadLDSTile>(tag).has_value()
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|| graph.control.get<StoreLDSTile>(tag).has_value()
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|| graph.control.get<SetCoordinate>(tag).has_value();
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};
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auto interestingNodes
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= filter(shouldHaveColourPredicate, graph.control.depthFirstVisit(bodies, GD::Downstream))
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.to<std::vector>();
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CHECK(interestingNodes.size() > 0);
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CHECK(std::all_of(interestingNodes.begin(), interestingNodes.end(), [&](auto tag) {
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return colouring.operationColour.contains(tag);
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}));
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}
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TEST_CASE("Colour by NaryArgument - Matrix Multiply with Scaling", "[kernel-graph]")
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{
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using namespace rocRollerTest;
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using namespace rocRoller::KernelGraph;
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using namespace rocRoller::KernelGraph::ControlGraph;
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using GD = rocRoller::Graph::Direction;
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auto context = TestContext::ForDefaultTarget();
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// Create a GEMM with scaling enabled
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auto example = rocRollerTest::Graphs::GEMM(rocRoller::DataType::FP4,
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rocRoller::DataType::FP4,
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rocRoller::DataType::Float,
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rocRoller::DataType::Float);
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example.setTileSize(256, 256, 128);
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example.setUseLDS(true, true, false);
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example.setMFMA(32, 32, 64, 1);
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example.setTranspose("T", "N");
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example.setPrefetch(true, 2, 0, false);
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example.setScaling(rocRoller::Operations::ScaleMode::Separate,
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rocRoller::Operations::ScaleMode::Separate,
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rocRoller::DataType::E8M0,
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rocRoller::DataType::E8M0,
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32);
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example.setSwizzle(64, 64, 4, 1, true);
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auto graph = example.getKernelGraph();
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auto params = example.getCommandParameters();
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// Apply necessary transforms to set up the multiply operation
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graph = transform<IdentifyParallelDimensions>(graph);
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graph = transform<OrderMemory>(graph, true);
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graph = transform<UpdateParameters>(graph, params);
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graph = transform<AddLDS>(graph, params, context.get());
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graph = transform<LowerLinear>(graph, context.get());
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graph = transform<LowerTile>(graph, params, context.get());
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graph = transform<LowerTensorContraction>(graph, params, context.get());
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graph = transform<Simplify>(graph);
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graph = transform<ConstantPropagation>(graph);
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graph = transform<FuseExpressions>(graph);
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graph = transform<ConnectWorkgroups>(graph, context.get());
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graph = transform<UnrollLoops>(graph, params, context.get());
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graph = transform<FuseLoops>(graph);
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graph = transform<RemoveDuplicates>(graph);
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graph = transform<OrderEpilogueBlocks>(graph);
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graph = transform<Simplify>(graph);
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graph = transform<CleanLoops>(graph);
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graph = transform<SwizzleScale>(graph, params, context.get());
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graph = transform<AddPrefetch>(graph, params, context.get());
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graph = transform<PrefetchScale>(graph, params, context.get());
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auto colouring = colourByNaryArgument(graph);
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CHECK(colouring.coordinateColour.size() > 0);
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CHECK(colouring.operationColour.size() > 0);
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auto forKLoopPredicate = [&](int tag) -> bool {
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auto maybeForLoop = graph.control.get<ForLoopOp>(tag);
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if(!maybeForLoop)
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return false;
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return maybeForLoop->loopName == rocRoller::KLOOP;
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};
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auto kernel = *only(graph.control.roots());
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auto forLoop = *only(graph.control.findNodes(kernel, forKLoopPredicate, GD::Downstream));
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auto bodies = graph.control.getOutputNodeIndices<Body>(forLoop).to<std::set>();
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// Make sure there are Exchange operations in the graph
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auto exchangeNodes = filter(graph.control.isElemType<Exchange>(),
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graph.control.depthFirstVisit(bodies, GD::Downstream))
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.to<std::vector>();
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CHECK(exchangeNodes.size() > 0);
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// Make sure everything that everything that should have a colour does
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auto shouldHaveColourPredicate = [&](int tag) -> bool {
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return graph.control.get<LoadTiled>(tag).has_value()
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|| graph.control.get<LoadLDSTile>(tag).has_value()
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|| graph.control.get<StoreLDSTile>(tag).has_value()
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|| graph.control.get<SetCoordinate>(tag).has_value()
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|| graph.control.get<Exchange>(tag).has_value();
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};
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auto interestingNodes
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= filter(shouldHaveColourPredicate, graph.control.depthFirstVisit(bodies, GD::Downstream))
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.to<std::vector>();
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CHECK(interestingNodes.size() > 0);
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CHECK(std::all_of(interestingNodes.begin(), interestingNodes.end(), [&](auto tag) {
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return colouring.operationColour.contains(tag);
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}));
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}
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