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High Performance Computing 2018
Sheet 7 (Sorting, Riemann Zeta)
Pair Programming
Sheet 2 (AVX Shuffles, Instruction Parallelism)
Sheet 3 (Stochastic PI, Shallow Deep Learning)
Sheet 4 (Max-Pooling, Asynchronous 2D Jacobi Partitioning)
Sheet 5 (std::async, block-cyclic distribution)
Sheet 6 (Atomics, Knapsack)
Sheet 7 (Sorting, Riemann Zeta)
Sheet 8 (Data Dependencies, Task Parallelism)
Sheet 9 (Reverse-Engineering MPI, SUMMA)
Sheet 11 (Position Based Dynamics)
Sheet 12: Lockfree Hashmaps
Task 2 (Riemann Zeta)
Task 1 (Sorting using OpenMP)
Task 2 (Riemann Zeta)
Task 2 (Riemann Zeta)
Assignment
Scaffold Head
#include <iostream> #include <vector> #include <chrono> #include <cmath> #include <omp.h> #define N (1000) double Riemann_Zeta(double s, int degree) { double result = 0.0; for (int i = 1; i < degree; i++) for (int j = 1; j < degree; j++) result += (2*(i&1)-1)/pow(i+j, s); return result*pow(2, s); }
Start time:
Mo 22 Okt 2018 10:51:00
End time:
Fr 01 Mär 2019 12:00:00
General test timeout:
10.0 seconds
Tests
Comment prefix
#
Given input
Expected output
I promise I will generate benchmarks in a scientific manner