One method of doing this process introduced by Jack Kiefer takes into account non-uniform memory access time and is named for Fibonacci, while a probabilistic quantum algorithm for this is named after Lov Grover and takes big O of square root of n time. Poor implementations of one algorithm fail for large sets, as adding two interval endpoints then dividing by two can give an overflow error. For ordered lists it can be completed in big O of log n time, while the best general algorithm takes big O of n time as it requires looking at each element. For 10 points, identify this process that has "l
One method of doing this process introduced by Jack Kiefer takes into account non-uniform memory access time and is named for Fibonacci, while a probabilistic quantum algorithm for this is named after Lov Grover and takes big O of square root of n time. Poor implementations of one algorithm fail for large sets, as adding two interval endpoints then dividing by two can give an overflow error. For ordered lists it can be completed in big O of log n time, while the best general algorithm takes big O of n time as it requires looking at each element. For 10 points, identify this process that has "linear" and "binary" versions used to find an element in an array.
One method of doing this process introduced by Jack Kiefer takes into account non-uniform memory access time and is named for Fibonacci, while a probabilistic quantum algorithm for this is named after Lov Grover and takes big O of square root of n time.