Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Recent research in music retrieval has shown that a combinatorial approach to the problem could be fruitful. Three distinguishing requirements of this particular problem are (a) approximate searching permitting missing, extra, and distorted notes, (b) transposition invariance, to allow matching a sequence that appears in a different scale, and (c) handling polyphonic music. These combined requirements make up a complex combinatorial problem that is currently under research. On the other hand, bit-parallelism has proved a porful practical tool for combinatorial pattern matching, both flexible and efficient.   use bit-parallelism to search for several transpositions at the same time, and obtain speedups of O(ω/log k) over the classical algorithms, where the computer word has w bits and k is the error threshold allod in the match. Although not the best solution for the easier approximation measures,  show that our technique can be adapted to complex cases where no competing method exists, and that are the most interesting in terms of music retrieval.
['Kjell Lemström', 'Gonzalo Navarro']
I am writing a research paper on a idea Flexible and efficient bit-parallel techniques for transposition invariant approximate matching in music retrieval
[{"from": "human", "value": "I am writing a research paper on a idea Flexible and efficient bit-parallel techniques for transposition invariant approximate matching in music retrieval"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Recent research in music retrieval has shown that a combinatorial approach to the problem could be fruitful. Three distinguishing requirements of this particular problem are (a) approximate searching permitting missing, extra, and distorted notes, (b) transposition invariance, to allow matching a sequence that appears in a different scale, and (c) handling polyphonic music. These combined requirements make up a complex combinatorial problem that is currently under research. On the other hand, bit-parallelism has proved a porful practical tool for combinatorial pattern matching, both flexible and efficient.   use bit-parallelism to search for several transpositions at the same time, and obtain speedups of O(\u03c9/log k) over the classical algorithms, where the computer word has w bits and k is the error threshold allod in the match. Although not the best solution for the easier approximation measures,  show that our technique can be adapted to complex cases where no competing method exists, and that are the most interesting in terms of music retrieval."}]