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- W2952370537 abstract "A classical computer does not allow to calculate a discrete cosine transform on N points in less than linear time. This trivial lower bound is no longer valid for a computer that takes advantage of quantum mechanical superposition, entanglement, and interference principles. In fact, we show that it is possible to realize the discrete cosine transforms and the discrete sine transforms of size NxN and types I,II,III, and IV with as little as O(log^2 N) operations on a quantum computer, whereas the known fast algorithms on a classical computer need O(N log N) operations." @default.
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- W2952370537 date "2001-11-07" @default.
- W2952370537 modified "2023-09-23" @default.
- W2952370537 title "Discrete Cosine Transforms on Quantum Computers" @default.
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