dataset | data type | size | with audio sources? |
---|---|---|---|
Amg1608 | frame-level acoustic features and corresponding valence & arousal annotations | 1608 excerpts (30s) | no |
DEAM | Continuous (per second) and overall valence & arousal ratings | 1802 excerpts | yes |
DEAPDataset | valence & arousal & dominance & physiological data | 120 music video excerpts | no |
EMO-Soundscapes | arousal & valence annotations of soundscapes | 1213 soundscape recordings | yes |
Welcome :D
These instructions should guide you through the process of the installation of the agent Tidal Fuzz {{ oo }}
((You will need to know a small bit about cloning repositories from github using git to complete this task and running commands in the terminal. If you are unsure on this checkout these guides
Download the application "Processing"
- It should automatically recognise if you are using a Windows or a Mac, or if not, click the right icon)
- Here is the main resource for getting started with TidalCycles.
There is a section on installing for Linux, Windows or Mac Computers
- The code is designed to be placed in the text editor that you use to compile the code i.e. play the outputted music (most people use "Atom")
Some grammar defined by the tuple:
G = (V, Sigma, R, S)
- V- finite set. v ∈ V called nonterminal variable, or variable. Each variable defines a sub-language of language defined by G.
- Sigma - finite set of terminals, disjoint from V. Set of terminals is the alphabet of the language defined by grammar G.
- R - finite realisation (productions) from V to (V U Sigma)* (++ Kleene star operation). Members are the (rewrite) rules or productions of the grammar.
- S - start variable/symbol used to represent the whole sentence (or program).
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{- samples allowed to use: | |
bassdrums: bd, 808bd, odx, clubkick | |
snaredrums: sn, sd | |
hihats: hh, 808oh | |
perc: cp, | |
misc kits: rave, drum, dr55, db, amencutup | |
synths: extra, saw1, hsaw | |
bass: sub, bass, bass2 |
For some valence arousal co-ordinates v,a ∈ [-1,1]:
Rhythmic Components
tempo For some defined constants t0, t1, t2 ∈ R : t(a,v) = t0 + t1a +t2v
rhythmic density
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