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⏱️ Inter-quote timing & duration geometry

6 novel Β· 0 crypto-prior Β· 0 excluded. Each row links its FOSS implementation + license + paper. Empirical orthogonality deferred.

#CandidateFOSS implementation @ licensePaper Β· provenanceCoverage
#47 local_variation_lv
Mean of 3(Ο„_i βˆ’ Ο„_{i+1})Β² / (Ο„_i + Ο„_{i+1})Β² over consecutive inter-quote intervals β€” a rate-robust local irregularity index where Poisson timing give
NeuralEnsemble/elephant
BSD-3-Clause (Modified BSD)
DOI:10.1162/089976603322518759
git-anchor: absent @c803ef96e + @2d308f1c
not-covered
#48 cv2_consecutive_intervals
Mean of 2|Ο„_{i+1} βˆ’ Ο„_i| / (Ο„_{i+1} + Ο„_i) over consecutive inter-quote intervals β€” a firing-rate-robust local timing-variability index (Poisson = 1).
NeuralEnsemble/elephant
BSD-3-Clause (Modified BSD)
DOI:10.1152/jn.1996.75.5.1806
git-anchor: absent @c803ef96e + @2d308f1c
not-covered
#49 gini_interquote_interval
Gini concentration coefficient of the within-bar inter-quote interval lengths β€” measures how unequally arrival gaps are distributed (Poisson/exponenti
AndriSignorell/DescTools
GPL-2.0-or-later (DescTools); triv
arXiv:physics/0701008
git-anchor: absent @c803ef96e + @2d308f1c
not-covered
#86 interquote_count_fano_factor
Dispersion of the per-second (or per-bar-subinterval) quote counts relative to a Poisson process: variance-of-counts divided by mean-of-counts over th
elephant-org/elephant (elephant.statistics.fanofactor)
BSD-3-Clause
DOI:10.3389/fncom.2020.569049
git-anchor: absent @c803ef96e + @2d308f1c
not-covered
#112 theil_t_index_interquote_durations
Theil's T entropy inequality index (generalized-entropy GE(1)) computed on the set of intra-bar interquote durations: T = (1/n)Β·Ξ£ (dα΅’/dΜ„)Β·ln(dα΅’/dΜ„), w
⚠ GE(1) order Ξ± fixed at 1 (structural); dense duration-inequality family β€” |r| screen vs interval_entropy_dispersion_coef
pysal/inequality (class inequality.theil.Theil)
BSD-3-Clause
DOI:10.1007/978-0-387-72796-7_
git-anchor: absent @c803ef96e + @2d308f1c
not-covered
#120 pietra_hoover_index_interquote_durations
The Pietra index (a.k.a. Hoover / Schutz / Robin-Hood index) of the intra-bar inter-quote interval durations: the maximum vertical gap between the Lor
⚠ L1 max-Lorenz-gap (=Β½ relative MAD); distinct interior ranking from the Gini/Theil duration items β€” confirm orthogonalit
numpy/numpy
BSD-3-Clause
DOI:10.1016/j.csda.2020.106974
git-anchor: absent @c803ef96e + @2d308f1c
not-covered