Search Results for "stream"
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8 projects for "stream" with 2 filters applied:
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FiboSearch
Efficiently locate minumum of function of non-negative integer
Fibonacci search for functions! Given a real-valued function of a non-negative integer with one minimum at i in {0, 1, 2, ..., n} and no local minima, efficiently locate that minimum in log (n) time. -
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Fractions C++
C++ library adds mathematical fractions. Example: 1/3, 4/7, 49/357...
...Library can: 1) Create fractions from or 2 "long long", or double, or "long long". 2) Round. 3) Methematic operators +, -, *, /, +=, -=, *=, /=. 4) Logic operators <, >, ==, !=, <=, >=. 5) Operator %. 6) Pow and fast pow. 7) Module: |-a| = a, |b| = b. 8) Input / output stream. 9) Convert in double and string. And other... -
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The Vector Stream library and tools allow store/load vectors (C-language raw array, not in C++ STL) to a stream (file) in a text format with an information about the vectors. This information attached to the file greatly reduces loading cost of the file.
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Python module to track the overall median of a stream of values "on-line" in reasonably efficient fashion.
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Stop Cyber Threats with VM-Series Next-Gen Firewall on AzureGain integrated visibility across all traffic in a single pass. Deploy Palo Alto Networks VM-Series to determine application identity and content while automating security policy updates via rich APIs.
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Auxiliary tools for Boost uBLAS library. Has several strategy-driven functors for: 1) random-generating of vectors & matrices 2) Nice & suitable stream output of them 3) Equality-compare capacibility for vectors and matrices and approximate comparing.
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Java Randomness Test Suite is a gui application to run randomness tests on random stream resource (file or algorithm). Application can be run in command line. Includes general statistical tests, NIST and DIEHARD tests.
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This application is designed to solve problems of transshipment. This problem of the graph theory consists in finding a negative stream on the arcs which minimizes the total cost of the transport in a network R(V,E,b,c) where : - V = vertex - E
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