An implementation of Principal Direction Divisive Partitioning in CUDA.
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HPC17-18.pdf
README.md
part0.c
part1.cu
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README.md

CUDA - Principal Direction Divisive Partitioning

In this project, an implementation of PDDP algorithm was developed.

The algorithm takes as input a matrix consisting of vectors representing the elements of the data set. The power iteration method is used in order to calculate the output and the final result is a clustering of the input data. The algorithm stops when it has converged.

The implementation in CUDA utilizes shared memory, coalesced accesses in memory as well as atomic operations.