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Melodic Matching Techniques for Large Music Databases

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Title: Melodic Matching Techniques for Large Music Databases


1
Melodic Matching Techniques for Large Music
Databases
  • Alexandra Uitdenbogerd, Justin Zobel
  • Department of Computer Science, RMIT University
  • ACM Multimedia99

2
Outline
  • Introduction
  • Three-stage framework
  • Experiment results analysis
  • Conclusion

3
Introduction
  • Propose a three-stage framework for matching
    pieces of music.
  • -Melody extraction is used to reduce a MIDI
  • representation to a sequence of non-chordal
  • notes.
  • -Standardisation is used to rewrite the
  • sequence in a standard form.
  • -Similarity function is then used to
    numerically
  • score each piece in the collection against
    the
  • query.

4
Melody extraction
  • Combine all channels and keep the highest note
    from all simultaneous note events.
  • (all-mono)
  • Keep the highest notes from each channel, then
    select the channel with the highest first-order
    predictive entropy, that is, with-by a simple
    measure the most complex sequence of notes.
    (entropy-channel)

5
Melody extraction
  • Use heuristics to split each channel into parts,
    then choose the part with the highest entropy.
    (entropy-part)
  • Keep only the channel with highest average pitch,
    then keep only the highest notes as before.
    (top-channel)

6
Standardisation
  • Pitch contour
  • -replacing each note by up, down, or same.
  • (Modulo) interval
  • -represent the melody as a sequence of changes
    in pitch.
  • -changes of more than an octave are reduced by
    twelve.
  • Exact interval

7
Similarity measures
  • Error is inherent in music retrieval, so exact
    matching is unlikely to be an option.
  • Melody extraction is inaccurate.

8
Similarity measures
  • Longest common substring
  • -according to the length of the longest
  • contiguous sequence that is identical to a
  • sequence in the query.
  • Longest common subsequence
  • -no penalty for gaps of any size between the
  • matching symbols.
  • -has potential for this task because melody
  • extraction often yields additional
    non-melody
  • notes.

9
Similarity measures
  • Local alignment

10
Local alignment example
11
Experimental design
  • 10466 midi files.
  • Query the 28 pieces of music chosen were
    randomly selected from a sub-collection of about
    one hundred pieces that we identified as having
    more than one distinct arrangement in the
    collection.
  • All arrangements were designated as the relevant
    pieces for each of the queries.

12
Results
13
Analysis
  • Contour is always the worst standardisation
    technique and is almost certainly not usable in
    practice.
  • Modulo and exact intervals have similar
    performance to each other, with modulo better for
    long queries and exact interval better for short
    queries.
  • Another clear result is that local alignment is
    the best similarity measure.

14
Results
15
Analysis
  • All-mono was usually the best in conjunction with
    local alignment.
  • Manual queries to a music retrieval system are
    likely to consist of a phrase, and thus will
    usually be less than 10 notes, and therefore good
    performance for short queries is vital.

16
Conclusion
  • Combining simple melody extraction (all mono),
    relative pitch intervals, and local alignment
    gave excellent effectiveness for even short
    queries, the top 20 answers contained 12 correct
    matches on average.
  • Results clearly answer the key question for music
    databases use of the three-stage framework
    allows effective retrieval of music by theme.

17
Conclusion (myself)
  • Local alignment may be not good enough.
  • Modulo interval may be useful to reduce the space
    that suffix tree need.
  • But modulo interval will make more errors.

18
Thinking
  • All mono Modulo interval
  • a b b a a c
  • a a b a c c
  • a _ b a _ c

19
insertion cost 1 deletion 0.5mismatch
0.5 if ( _ v.s. a) 1 if (a
v.s. a)
  • a _ b a _ c
  • 0 0.5 1 2 3 3.5
    4.5
  • a 1 0 0.5
  • a 2
  • b 3
  • a 4
  • a 5
  • c 6
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