Musical Similarity: More perspectives and compound techniques

Slides:



Advertisements
Similar presentations
Shape Analysis and Retrieval D2 Shape Distributions Notes courtesy of Funk et al., SIGGRAPH 2004.
Advertisements

Content-based retrieval of audio Francois Thibault MUMT 614B McGill University.
Audio Meets Image Retrieval Techniques Dave Kauchak Department of Computer Science University of California, San Diego
Stats 95.
Chapter 4 How Music Works Part II: Pitch.
Outline Introduction Music Information Retrieval Classification Process Steps Pitch Histograms Multiple Pitch Detection Algorithm Musical Genre Classification.
Musical Similarity: More perspectives and compound techniques CS 275B/Music 254.
Database-Based Hand Pose Estimation CSE 6367 – Computer Vision Vassilis Athitsos University of Texas at Arlington.
Melodic Similarity CS 275B/Music 254. "Natural history" of similarity  Concept of similarity fundamental to organization of most art music  Types of.
Explorations in Tag Suggestion and Query Expansion Jian Wang and Brian D. Davison Lehigh University, USA SSM 2008 (Workshop on Search in Social Media)
Computer Vision Group, University of BonnVision Laboratory, Stanford University Abstract This paper empirically compares nine image dissimilarity measures.
What is music? Music is the deliberate organization of sounds by people for other people to hear.
Tree structured representation of music for polyphonic music information retrieval David Rizo Departament of Software and Computing Systems University.
A Comparison of Manual and Automatic Melody Segmentation Massimo Melucci Nicola Orio.
Techniques and Data Structures for Efficient Multimedia Similarity Search.
Melodic Segmentation: Evaluating the Performance of Algorithms and Musical Experts Belinda Thom, Christian Spevak, Karin Höthker Institut für Logik, Komplexität.
A Wavelet-Based Approach to the Discovery of Themes and Motives in Melodies Gissel Velarde and David Meredith Aalborg University Department of Architecture,
Monday, October 1, Music Sharing: Izzy (CHS) Review: Compound Meter Presentations: Circle of Fifths Projects ET10 RQ10 Introduce: Triads Introduce:
JSymbolic and ELVIS Cory McKay Marianopolis College Montreal, Canada.
Polyphonic Queries A Review of Recent Research by Cory Mckay.
Introduction of Humdrum Music 253/CS 275A Stanford University.
A Time Based Approach to Musical Pattern Discovery in Polyphonic Music Tamar Berman Graduate School of Library and Information Science University of Illinois.
1 Music Classification Using Significant Repeating Patterns Chang-Rong Lin, Ning-Han Liu, Yi-Hung Wu, Arbee L.P. Chen, Proc. of 9th International Conference,
Paper by Craig Stuart Sapp 2007 & 2008 Presented by Salehe Erfanian Ebadi QMUL ELE021/ELED021/ELEM021 5 March 2012.
Statistics. Intro to statistics Presentations More on who to do qualitative analysis Tututorial time.
Search-Effectiveness Measures for Symbolic Music Queries in Very Large Databases Craig Stuart Sapp Yi-Wen Liu
Aspects of Music Information Retrieval Will Meurer School of Information University of Texas.
1 Single Table Queries. 2 Objectives  SELECT, WHERE  AND / OR / NOT conditions  Computed columns  LIKE, IN, BETWEEN operators  ORDER BY, GROUP BY,
MUMT611: Music Information Acquisition, Preservation, and Retrieval Presentation on Timbre Similarity Alexandre Savard March 2006.
What is musical information? Music 253/CS 275A Topic 1A Stanford University.
Melodic Search: Strategies and Formats CS 275B/Music 254.
For use with WJEC Performing Arts GCSE Unit 1 and Unit 3 Task 1 Music Technology Creativity in composing.
Symbolic Musical Analysis CS 275B/Music 254. Practicalities CS 275B2013 Eleanor Selfridge-Field2.
Thursday, October 11, 2012 (10–11–12!).  Music Sharing: Haley & Joey (XHS)  Let’s review (and make sure we really know this stuff!) Figured Bass vs.
Semi-Automatic Image Annotation Liu Wenyin, Susan Dumais, Yanfeng Sun, HongJiang Zhang, Mary Czerwinski and Brent Field Microsoft Research.
Measuring How Good Your Search Engine Is. *. Information System Evaluation l Before 1993 evaluations were done using a few small, well-known corpora of.
Using Transportation Distances for Measuring Melodic Similarity Pichaya Tappayuthpijarn Qiang Wang.
The Elements of Music “Student Selected Piece of Music”
Query by Singing and Humming System
Music 254 Stanford University Eleanor Selfridge-Field2  Details of individual selections  Seek precise match (Themefinder)  Features in-the-round.
Discovering Musical Patterns through Perceptive Heuristics By Oliver Lartillot Presentation by Ananda Jacobs.
1 Chapter 3 Single Table Queries. 2 Simple Queries Query - a question represented in a way that the DBMS can understand Basic format SELECT-FROM Optional.
Symbolic Musical Analysis CS 275B/Music 254. Practicalities CS 275B2016 Eleanor Selfridge-Field2.
Elements of Music. Melody Single line of notes heard in succession as unit Phrases Cadences—Points of arrival/rest Conjunct vs. disjunct motion Contour:
Harmonic Models CS 275B/Music 254.
Aspects of Rhythm and Meter Music 254. Regularity vs Irregularity  Meter  Ordinary meters as notated  Ordinary meters as sounded/heard  Unmeasured.
AP Music Theory Mr. Silvagni
Level 1 - Making Music Instrumental “At a Glance”
Introduction to Music scales
Musical Information 1B Music 253/CS 275A Stanford University
Lecture 26 Hand Pose Estimation Using a Database of Hand Images
Martin Rajman, Martin Vesely
Color-Texture Analysis for Content-Based Image Retrieval
Codes for data archiving, interchange, and analysis
Aspects of Music Information Retrieval
Memory and Melodic Density : A Model for Melody Segmentation
MUMT 611, March 2005 Assignment 4 Paul Kolesnik
Presentation on Timbre Similarity
Introduction to Humdrum
Data Transformations targeted at minimizing experimental variance
Craig Stuart Sapp Yi-Wen Liu Eleanor Selfridge-Field ISMIR 2004
Analytical uses of Humdrum Tools
Symbolic Musical Analysis
Theories of meter, rhythm, and form
Melodic Similarity CS 275B/Music 254.
Pitch Spelling Algorithms
Elements of Music Silence - The absence of sound.
Music Signal Processing
Chord Recognition with Application in Melodic Similarity
Presentation transcript:

Musical Similarity: More perspectives and compound techniques CS 275B/Music 254

2016 Eleanor Selfridge-Field Musical similarity Similarity studies in general Reductionist approaches Social cognition Timbral confounds Affective similarity Cognitive distance metrics Compound search techniques 2016 Eleanor Selfridge-Field 4/11/2016

Cognitive distance metric (1) 1. Basic Pitch-Accent Structure Range = 0-4   A. If meter matches target Max = 1.00 and If subunit (e.g. quarter note) is the same Score = 1.00 or If subunit is different (e.g., 4/8 vs. 2/4) Score = 0.50 Else Score = 0.00 B. Percentage of matched pitches on primary beats* Max = 2.00 If matching number of scale degrees=100% Score = 2.00 If matching number of scale degrees =>90% Score = 1.33 If matched number of notes/unit =>80% Score=0.67 Score = 0.67 C. Percentage of matched pitches on secondary beats If matching number of scale degrees=>90% If matched number of notes/unit =>80% Score=0.33 Score = 0.33 2016 Eleanor Selfridge-Field 4/11/2016

Cognitive distance metric (2) II. Basic Harmonic-Accent Structure Range = 0-6 A. Mode of work (major, minor, other) Max = 1.00   If modes match Score = 1.00 Else Score = 0.00 B. Percentage of matched chords on downbeat** Max = 2.50 If unambiguous matches on primary beats =>90% Score = 2.50 or If unambiguous matches on primary beats =>80% Score = 2.00 If unambiguous matches on primary beat =>70% Score = 1.50 C. Percentage of matched chords on secondary beats** Max = 2.00 If unambiguous matches =>90% If unambiguous matches =>80% If unambiguous matches =>70% D. Percentage of matched chords on tertiary beats Max = 0.50 If unambiguous matches =>90% Score = 0.50 Score = 0.0 2016 Eleanor Selfridge-Field 4/11/2016

Cognitive distance metric (3) Example Pitch-Accent score Harmonic-Accent score Total score (additive)   Raw Ranked 2a 3.67 2 5.5 3 9.17 2b 5.0 4 8.67 2c 2.67 6 6.0 1 2d 1.17 9 4.5 5 6.67 8 2e 4.0 2f 2.33 6.83 7 2g 1.00 10 2.0 11 3.00 2h 3.50 8.00 2i 4.00 8.50 2j 5.00 2k 3.33 9.33 2016 Eleanor Selfridge-Field 4/11/2016

Evaluating search viability and efficiency Krumhansl, 2000 [theory/experiment] Sapp, Liu, Selfridge-Field, 2004 [practical] “Search effectiveness measures for symbolic music queries in very large databases” ISMIR 2004: http://ismir2004.ismir.net/proceedings/p051-page-266-paper135.pdf 2016 Eleanor Selfridge-Field 4/11/2016

Sapp, Liu, Selfridge-Field (ISMIR 2004) Search Effectiveness (1) Sapp, Liu, Selfridge-Field (ISMIR 2004) Data 4/11/2016 2016 Eleanor Selfridge-Field

Search Effectiveness (2) Pitch features Meter features 2016 Eleanor Selfridge-Field 4/11/2016

Search Effectivesness (3) Sample search Coupled search 2016 Eleanor Selfridge-Field 4/11/2016

2016 Eleanor Selfridge-Field Results 2016 Eleanor Selfridge-Field 4/11/2016

Sapp, Liu, Selfridge-Field (ISMIR 2004) Search Effectiveness (1) Sapp, Liu, Selfridge-Field (ISMIR 2004) Data 4/11/2016 2016 Eleanor Selfridge-Field

Stats from 2004 study 2016 Eleanor Selfridge-Field Repertory Repeated pitch intervals Up intervals Down intervals Symbols/theme Total incipits 15-16th cent/Latin 29,916 66,026 67,151 18,947 15th-16th cent/Polish 57,006 130,030 157117 6016 17-18th cent/US RISM 110,478 344,621 399,079 55,491 18th-19 cent/classical 19,241 80,166 86,430 10,722 Essen Europe 43,581 53,033 58,815 6,232 Essen Asia 16,441 54,577 65,684 2,240 Luxembourg 4,355 9,720 11,927 612 281,018 738,173 846,203 100,260 2016 Eleanor Selfridge-Field 4/11/2016

Normalized pitch usage by repertory 2016 Eleanor Selfridge-Field 4/11/2016

Form: Boundary strength Markus Pearce, Daniel Müllensiefen, Geraint Wiggins (Goldsmith): et al: “Melodic Grouping in Music Information Retrieval” After Frankland and Cohen (2004) 2016 Eleanor Selfridge-Field 4/11/2016

Binary (?) melodic segmentation Melodic segmentation (binary~) Pearce’s “ground truth” tests using Essen ERK data with binary segmentation(s) Marcus T. Pearce, Daniel Müllensiefen, and Geraint A. Wiggins, “Melodic Grouping and Music Information Retrieval” (2010) [same], “A Comparison of Statistical and Rule-Based Models and Melodic Segmentation”, ISMIR (2008). Pearce results (Springer Verlag, 2010) GPR2a preference rules work Temperley 2001 also useful Synthesis of Grouper, LBDM, GPR2a, and Thom better that any one individually Unsupervised learned performed better than any statistical method 2016 Eleanor Selfridge-Field 4/11/2016

Pearce et al software and articles Idyom software: https://code.soundsoftware.ac.uk/projects/idyom-project Perceptual segmentation of melodies: http://www.doc.gold.ac.uk/~mas03dm/papers/icmpc08_PearceMul lensiefenWiggins.pdf Expectation in audio boundaries: http://www.ncbi.nlm.nih.gov/pubmed/21180358 2016 Eleanor Selfridge-Field 4/11/2016