std::unordered_map std::unordered_multimap std::unordered_multiset std::unordered_set std::variant std::vector std::wstringAdditional containersIn addition, it supports the following custom containers:rfl::Box:
Note: Just like Python's itertools.groupby, this doesn't do any sorting. It just iterates through, making a new group each time there is a key change. Thus, if the group is unsorted, the same key may appear multiple times.starmap...
std::map<std::string, int> c_map { {"one", 1}, {"two", 2}, {"three", 3} }; json j_map(c_map); // {"one": 1, "three": 3, "two": 2 } std::unordered_map<const char*, double> c_umap { {"one", 1.2}, {"two", 2.3}, {"three", 3.4} }; json j_umap(c_...
unordered_multimap (C++11) Adaptors stack queue priority_queue flat_set (C++23) flat_multiset (C++23) flat_map (C++23) flat_multimap (C++23) Views span (C++20) mdspan (C++23) Tables Iterator invalidation Member function table Non-member function table std::unordered_multiset Member types Mem...
// iterate over all tensors in the network and add them to "tensors" map StringMap<nvinfer1::ITensor*> tensors; StringMap<nvinfer1::ILayer*> layers; for (int32_t idx = 0; idx < mImporterCtx.network()->getNbInputs(); ++idx) ...
string_map<TensorOrWeights>* tensors) { // The weights come from the Initializer list in onnx graph // Initializers are not really network inputs, so they need to be excluded. std::unordered_set<std::string> initializers{}; for (const ::ONNX_NAMESPACE::TensorProto& initializer ...
for(auto &itr: myMap) { cout<<itr.first<<" "<<itr.second<<endl; } return 0; } Output: 3 Class 4 Section 1 Name 2 Age Notice the order of keys in the output. Since we are using the unordered map, the keys are ordered randomly. Further reading: Iterate through map in C++ ...
C++ Bidirectional Iterators are able to iterate both forward and backward. We can iterate forward using ++, backward using --, and read and write values using * or read and write member values using ->. The iterators of the container classes list, set, multiset, map, and multimap are bidi...
Declare an unordered map to store the frequency of each element. Iterate over the array, store it’s frequency in the map. In the next traversal of array, for every i-th element check if it can be combined with any other element (other than itself!) to give the desired sum. Increment...
std::multimap<int,std::string>a={{1,"TutorialsPoint"},{2,"TP"},{3,"Tutorix"}};for(autox=a.cbegin();x!=a.cend();++x){std::cout<<x->first<<": "<<x->second<<std::endl;}return0;} Output If we run the above code it will generate the following output − ...