作者: Ted Kronvall , Filip Elvander , Stefan Ingi Adalbjornsson , Andreas Jakobsson
DOI: 10.1109/EUSIPCO.2015.7362339
关键词: Current (mathematics) 、 Block (data storage) 、 Harmonic analysis 、 Oracle 、 Mathematics 、 Fundamental frequency 、 Mathematical optimization 、 Signal processing 、 Extension (predicate logic) 、 Variation (game tree)
摘要: This work treats multi-pitch estimation, and in particular the common misclassification issue wherein pitch at half of true fundamental frequency, here referred to as a suboctave, is chosen instead pitch. Extending on current methods which use an extension Group LASSO for this introduces adaptive total variation penalty, both enforce group- block sparsity, deal with errors due sub-octaves. The method shown outperform state-of-the-art sparse methods, where model orders are unknown, while also requiring fewer tuning parameters than these. several conventional estimation even when these virtued oracle orders.