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Visual Studio Quantum Development Kit IntegerFactorization's Speed #79
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The Quantum Development Kit uses a classical simulator to simulate small quantum computations on a classical computer. It does not have the speed of some potential future quantum computer. Sorry!! |
jwittner
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jwittner
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) * Updating QDK to latest version. (microsoft#53) * Fixing doc gen call (microsoft#39) * fixing doc gen call * adding a test for docs generation * need to generate docs for source files only such that we can build the docs for muliple dlls without interferences * forgot to check if the dictionary exists before clearning it in test * Updating qdk to latest version * Fixing vs code extension build script on linux (microsoft#56) * fixing a stackoverflow for large files (microsoft#55) * Build VS Code dependencies from either pwsh or powershell. (microsoft#59) * Add automatic indentation to Visual Studio extension (microsoft#60) * Add automatic indentation to Visual Studio extension * Find the indentation of the last non-empty line The previous line can be empty, which would reset the indentation to 0 if e.g. you pressed enter twice in a row. Loop backwards to find the last non-empty line and use that line's indentation instead. * Remove assumption from GetLastNonEmptyLine * Move QsSmartIndentProvider to the top of the file * Flip order of ternary operator in GetIndentation * Add doc comment to GetDesiredIndentation * Add note about nullable return type of GetDesiredIndentation * Show signature help for the first argument (microsoft#63) We also trigger signature help on "(" * Always log exceptions from file queries in debug mode (microsoft#70) * Handling specialization redeclarations (microsoft#85) * Add install template and new project commands to VS Code extension. (microsoft#79) * Compile time errors for overflowing int and double literals (microsoft#87)
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Visual Studio Microsoft Quantum Development Kit has the speed of a quantum computer, is not it?
Is it 100 million times faster than a classical supercomputer?
Quantum / Samples / IntegerFactorization /
I did not feel the speed if factoring decomposition using Shore's algorithm here.
Why?
In addition, here we are using long type in C #. With this, the number of digits is insufficient when prime factorization of the product (modulus) of prime numbers generated from a 64-bit public key.
I was hoping for a quantum computer. It is possible to solve prime factorization which was an answer time to become an astronomical figure in a short time.
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