Practical GPU Programming by GitforGits ISBN 9789349174795, 9349174790 instant download

Practical GPU Programming by GitforGits ISBN 9789349174795, 9349174790 instant download

If you're a Python pro looking to get the most out of your code with GPUs, then Practical GPU Programming is the right book for you. This book will walk you through the basics of GPU architectures, show you hands-on parallel programming techniques, and give you the know-how to confidently speed up real workloads in data processing, analytics, and engineering. The first thing you'll do is set up the environment, install CUDA, and get a handle on using Python libraries like PyCUDA and CuPy. You'll then dive into memory management, kernel execution, and parallel patterns like reductions and histogram computations. Then, we'll dive into sorting and search techniques, but with a focus on how GPU acceleration transforms business data processing. We'll also put a strong emphasis on linear algebra to show you how to supercharge classic vector and matrix operations with cuBLAS and CuPy. Plus, with batched computations, efficient broadcasting, custom kernels, and mixed-library workflows, you can tackle both standard and advanced problems with ease. Throughout, we evaluate numerical accuracy and performance side by side, so you can understand both the strengths and limitations of GPU-based solutions. The book covers nearly every essential skill and modern toolkit for practical GPU programming, but it's not going to turn you into a master overnight. Key Learnings Boost processing speed and efficiency for data-intensive tasks. Use CuPy and PyCUDA to write and execute custom CUDA kernels. Maximize GPU occupancy and throughput efficiency by using optimal thread block and grid configuration. Reduce global memory bottlenecks in kernels by using shared memory and coalesced access patterns. Perform dynamic kernel compilation to ensure tailored performance. Use CuPy to carry out custom, high-speed elementwise GPU operations and expressions. Implement bitonic and radix sort algorithms for large or batch integer datasets. Execute parallel linear search kernels to detect patterns rapidly.