v3 flag enabled
Log In
Log In

Testing news

test

Next Post

  • Upcoming C++26
    #IO
    The feature set for the upcoming C++26 standard has been frozen, introducing static reflection, contracts, and sender/receiver asynchronous execution among other changes. Static reflection permits compile‑time introspection of types, allowing operations such as automatic conversion of enumeration values to strings and facilitating generation of language bindings. Contracts are provided through [[pre:]], [[post:]] and contract_assert annotations, re‑introducing design‑by‑contract capabilities that were omitted from earlier drafts. The execution framework supplies generic sender and receiver concepts together with lightweight schedulers for managing asynchronous work. Parallel algorithms have been added to the Ranges library, and async scopes enable RAII‑style resource management in concurrent code.

Related Posts

  • Testing Algorithm lib
    #Algorithm
    The Pure Virtual C++ 2026 conference was concluded with acknowledgments to hosts, speakers, and moderators. Recordings of all live and on‑demand talks were released for immediate viewing via a YouTube playlist. The featured sessions were presented in a specific order, covering topics such as C++ semantic awareness in the CLI, interoperability between C++ and Rust, AI‑driven development tools for Visual Studio, strategies for reducing build times, and the use of C++/WinRT with C++20 modules. Each session was linked to its corresponding video. The content was made freely accessible to the community. Viewers were encouraged to watch the full playlist for a comprehensive overview. The event highlighted recent advances and practical techniques for modern C++ development.
  • Rotation revisited: Cycle decomposition in clang’s libcxx
    #Bimap
    The implementation of array rotation in clang’s libcxx is discussed, emphasizing that the minimal number of element swaps, roughly half the total size, is achieved. A permutation view of the rotation is employed, and the algorithm is described as traversing each cycle of that permutation. The number of cycles is indicated to be the greatest common divisor of the two segment lengths, denoted a and b. Each k‑th cycle is started at the element offset k from the beginning and proceeds by advancing a positions with wrap‑around until the start is reached again. An example with segment lengths 4 and 6 is provided, illustrating the sequence of positions visited within a single cycle. It is highlighted that this cycle‑based method attains the optimal swap count. The approach is contrasted with simpler but less efficient techniques.