Audio samples and matching plots
Iconic synth-like sound sampled from the beginning of Parmegiani’s “Géologie Sonore” (De Natura Sonorum, Première série).
tsv/parm.tsvReference spectrogram and waveform for the Parmegiani onset FFT frame.
Results below are from a batch run (maxiter=500) across metrics using Differential Evolution.
FM resynthesis optimized with Differential Evolution using cosine similarity.
FM resynthesis optimized with Differential Evolution using Euclidean distance.
FM resynthesis optimized with Differential Evolution using Itakura–Saito divergence.
FM resynthesis optimized with Differential Evolution using KL divergence.
FM resynthesis optimized with Differential Evolution using Manhattan distance.
FM resynthesis optimized with Differential Evolution using MFCC distance.
FM resynthesis optimized with Differential Evolution using Pearson correlation.
FM resynthesis optimized with Differential Evolution using spectral convergence.
Results below are from a batch run (maxiter=500) across metrics using Dual Annealing.
FM resynthesis optimized with Dual Annealing using cosine similarity.
FM resynthesis optimized with Dual Annealing using Euclidean distance.
FM resynthesis optimized with Dual Annealing using Itakura–Saito divergence.
FM resynthesis optimized with Dual Annealing using KL divergence.
FM resynthesis optimized with Dual Annealing using Manhattan distance.
FM resynthesis optimized with Dual Annealing using MFCC distance.
FM resynthesis optimized with Dual Annealing using Pearson correlation.
FM resynthesis optimized with Dual Annealing using spectral convergence.
Results below are from a batch run (maxiter=500) across metrics using Basin Hopping.
FM resynthesis optimized with Basin Hopping using cosine similarity.
FM resynthesis optimized with Basin Hopping using Euclidean distance.
FM resynthesis optimized with Basin Hopping using Itakura–Saito divergence.
FM resynthesis optimized with Basin Hopping using KL divergence.
FM resynthesis optimized with Basin Hopping using Manhattan distance.
FM resynthesis optimized with Basin Hopping using MFCC distance.
FM resynthesis optimized with Basin Hopping using Pearson correlation.
FM resynthesis optimized with Basin Hopping using spectral convergence.
Results below are from a batch run (maxiter=500) across metrics using Differential Evolution.
Additive resynthesis optimized with Differential Evolution using cosine similarity.
Additive resynthesis optimized with Differential Evolution using Euclidean distance.
Additive resynthesis optimized with Differential Evolution using Itakura–Saito divergence.
Additive resynthesis optimized with Differential Evolution using KL divergence.
Additive resynthesis optimized with Differential Evolution using Manhattan distance.
Additive resynthesis optimized with Differential Evolution using MFCC distance.
Additive resynthesis optimized with Differential Evolution using Pearson correlation.
Additive resynthesis optimized with Differential Evolution using spectral convergence.
Results below are from a batch run (maxiter=500) across metrics using Dual Annealing.
Additive resynthesis optimized with Dual Annealing using cosine similarity.
Additive resynthesis optimized with Dual Annealing using Euclidean distance.
Additive resynthesis optimized with Dual Annealing using Itakura–Saito divergence.
Additive resynthesis optimized with Dual Annealing using KL divergence.
Additive resynthesis optimized with Dual Annealing using Manhattan distance.
Additive resynthesis optimized with Dual Annealing using MFCC distance.
Additive resynthesis optimized with Dual Annealing using Pearson correlation.
Additive resynthesis optimized with Dual Annealing using spectral convergence.
Results below are from a batch run (maxiter=500) across metrics using Basin Hopping.
Additive resynthesis optimized with Basin Hopping using cosine similarity.
Additive resynthesis optimized with Basin Hopping using Euclidean distance.
Additive resynthesis optimized with Basin Hopping using Itakura–Saito divergence.
Additive resynthesis optimized with Basin Hopping using KL divergence.
Additive resynthesis optimized with Basin Hopping using Manhattan distance.
Additive resynthesis optimized with Basin Hopping using MFCC distance.
Additive resynthesis optimized with Basin Hopping using Pearson correlation.