// Demonstrating the piecewise linear distribution #include <random> // For distributions and random number generator #include <vector> // For vector container #include <map> // For map container #include <utility> // For pair type #include <algorithm> // For copy(), count(), remove() #include <iostream> // For standard streams #include <iterator> // For stream iterators #include <iomanip> // For stream manipulators #include <string> // For string class using std::string; int main() { std::vector<double> v {10, 30, 40, 55, 60}; // Sample values std::vector<double> w {6, 12, 9, 6, 0}; // Weights for the samples std::piecewise_linear_distribution<> d {std::begin(v), std::end(v), std::begin(w)}; // Output the interval boundaries and the interval probabilities auto values = d.intervals(); std::cout << "Sample values: "; std::copy(std::begin(values), std::end(values), std::ostream_iterator<double>{std::cout, " "}); std::cout << " probability densities: "; auto probs = d.densities(); std::copy(std::begin(probs), std::end(probs), std::ostream_iterator<double>{std::cout, " "}); std::cout << '/n' << std::endl; std::random_device rd; std::default_random_engine rng {rd()}; std::map<int, size_t> results; //Stores and counts random values as integers // Generate a lot of random values... for(size_t i {}; i < 20000; ++i) ++results[static_cast<int>(std::round(d(rng)))]; // Plot the integer values auto max_count = std::max_element(std::begin(results), std::end(results),[](const std::pair<int, size_t>& pr1, const std::pair<int, size_t>& pr2) { return pr1.second < pr2.second; })->second; std::for_each(std::begin(results), std::end(results),[max_count](const std::pair<int, size_t>& pr) { if(!(pr.first % 10)) // Display value if multiple of 10 std::cout << std::setw(3) << pr.first << "-|"; else std::cout << " |"; std::cout << std::string(pr.second * 80 / max_count, '*')<< '/n'; }); }
Sample values: 10 30 40 55 60 probability densities: 0.0145455 0.0290909 0.0218182 0.0145455 0
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60-|*
原创文章,作者:奋斗,如若转载,请注明出处:https://blog.ytso.com/tech/pnotes/21802.html