GPU Programming Course @University of Luxembourg

Exercises for the course GPU Programming @University of Luxembourg

Introduction to CUDA Programming (1-introduction-cuda)

We overview the CUDA model of computation.

• 1-introduction-cuda/demo: contains the fully functional code demo shown and explained during the course.
• 1-introduction-cuda/exercises: contains the exercises (.cu files).
• 1-introduction-cuda/solutions contains the solutions of the exercises.

BLAS saxpy [2-cuda/saxpy]

We reimplement the saxpy routine of the BLAS (Basic Linear Algebra Subproblems) library that is widely used (and heavily optimized) on many systems. saxpy computes the simple operation result = scale*X+Y, where X, Y, and result are vectors of N elements (where N can be 20 millions in this project) and scale is a scalar. Note that saxpy performs two math operations (one multiply, one add) for every three elements used. saxpy is a trivially parallelizable computation and features predictable, regular data access and predictable execution cost.

1. Implement a basic sequential version of that program with time measurement.

void saxpy(float scale, const std::vector<float>& X, const std::vector<float>& Y, std::vector<float>& result);

2. Implement a CUDA kernel parallelizing this operation, by paying attention to memory accesses and using managed memory for simplicity. Measure the time and compare the efficiency. At the end of the computation, verify you get correct results by comparing with the results provided by the sequential implementation.
3. Use global memory instead of managed memory. For that, you need to allocate the memory using cudaMalloc, followed by a cudaMemcpy to transfer the data from the CPU to the GPU, and finally by calling your kernel.
4. Measure the time taken by your kernel excluding and including the memory transfer.
5. [Optional⭐] Set up a CMake project inspired by 2-cuda/floyd.

Floyd Warshall [2-cuda/floyd]

• Modify Floyd Warshall to use battery::vector<int, battery::managed_allocator> instead of int** (check this tutorial).

Project: Prefix Parallel Sum

The project description is available here.

Acknowledgments

Some exercises are inspired from the course Parallel Computing at Stanford and used with the permission of Kayvon Fatahalian. Thanks to him and his teaching team!