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Data from: Demographic senescence in the aquatic plant Lemna gibba L. (Araceae)
负责人:
关键词:
Lemna gibba;Duckweed;senescence;Araceae;Aging;Aquatic macrophyte;longitudinal data;plant demography
DOI:
doi:10.5061/dryad.18tb602
摘要:
) to death (defined by the date a focal frond’s last daughter detached). We fit survival data to exponential, Weibull, Gompertz, and logistic models, the fir
Data from: Are Bitcoin bubbles predictable? Combining a generalized Metcalfe's law and the LPPLS model
负责人:
关键词:
Bubble;bitcoin;Prediction;Metcalfe's Law;LPPLS
DOI:
doi:10.5061/dryad.22k10nd
摘要:
four occasions, by bubbles that grow and burst. In these bubbles, we detect a universal super-exponential unsustainable growth. We model this universal patter
Data from: Exponential model for analysis of heart rate responses and autonomic cardiac modulation during different intensities of physical exercise
负责人:
关键词:
DOI:
doi:10.5061/dryad.443m08h
摘要:
% of WLV ?O_2max . Before, during and after each training protocol, HR dynamics and variability (HRV) were analyzed by standard kinetics and line
Data from: Protein degradation rate in Arabidopsis thaliana leaf growth and development
负责人:
关键词:
Protein degradation;Arabidopsis;leaf protein turnover;15N labelling
DOI:
doi:10.5061/dryad.q3h85
摘要:
on the exponential constant of the decay rate for each protein. This rate was calculated from the relative isotope abundance of each peptide and the fold change
Data from: Rarefaction and extrapolation with Hill numbers: a framework for sampling and estimation in species diversity studies
负责人:
关键词:
diversity;extrapolation;interpolation;species richness;Hill number;Prediction;sample coverage;abundance data;incidence data;rarefaction
DOI:
doi:10.5061/dryad.6n9d5
摘要:
on Hill numbers. Detailed examples are provided for the first three Hill numbers: q = 0 (species richness), q = 1 (the exponential of Shannon's ent
Data from: Complex constraints on allometry revealed by artificial selection on the wing of Drosophila melanogaster
负责人:
关键词:
Drosophila mauritiana;Drosophila sulfurigaster (albostrigata);Drosophila eugracilis;Drosophila greeni;Idiomyia mimica;Idiomyia crucigera;Zaprionus inermis;Drosophila ficusphila;Drosophila gaucha;Drosophila arizonae;Ephydridae;Drosophila saltans;Idiomyia gymnobasis;Drosophila bifasciata;Lauxaniidae;Drosophila busckii;Drosophila pseudoobscura (bogotana);Discocerina obscurella;Drosophila neocordata;Drosophila nigromelanica;Drosophila ananassae;Chymomyza procnemis;Zaprionus Sg. Anaprionus;Drosophila takahashii;drosophila simulans;Drosophila pictiventris;Leucophenga varia;Drosophila repleta;Drosophila emarginata;Zaprionus ghesquierei;Monochaetoscinella Sp.;Drosophila putrida;Drosophila mercatorum;Hirtodrosophila duncani;Drosophila mimetica;Scaptodrosophila lebanonensis (casteeli);Drosophila guttifera;Drosophila virilis;pleiotropy;Drosophila sulfurigaster (bilimbata);Drosophila pinicola;Drosophila sechellia;Drosophila tripunctata;Allometry;Scaptodrosophila latifasciaeformis;Drosophila americana (texana);Neogriphoneura sordida;Drosophila elegans;Drosophila cardini;Homoneura Sp.;Drosophila immigrans;Leucophenga Sp.;Drosophila yakuba;Artificial selection;Drosophila persimilis;Drosophila nikananu;Chloropidae;Scaptodrosophila lebanonensis (lebanonensis);Zaprionus sepsoides;Idiomyia biseriata;Drosophila paulistorum;Drosophila algonquin;Drosophila kikkawai;Drosophila nebulosa;Drosophila pseudoobscura (pseudoobscura);Drosophila paramelanica;Samoaia leonensis;Drosophila santomea;Drosophila sturtevanti;Drosophila acutilabella;Drosophila recens;Scaptomyza adusta;Drosophila aff. florae;Drosophila hydei;Drosophila robusta;Drosophila willistoni;Thaumatomyia Sp.;Drosophila guanche;Hirtodrosophila Sp.;Drosophila lucipennis;Drosophila occidentalis;Idiomyia grimshawi;Drosophila affinis;Drosophila mojavensis;Scaptomyza palmae;Drosophila falleni;Drosophilidae;Drosophila athabasca;Drosophila micromelanica;Drosophila mulleri;Drosophila malerkotliana;drosophila melanogaster;Drosophila funebris;Drosophila erecta;Hirtodrosophila thoracis;Drosophila sulfurigaster (sulfurigaster);Zaprionus indianus;Drosophila euronotus;Drosophila azteca;Drosophila testacea;Idiomyia eurypeza;Scaptodrosophila dorsocentralis;Dettopsomyia nigrovittata;Drosophila neotestacea;Drosophila subobscura;comparative analyses;Drosophila stalkeri;Drosophila equinoxialis;Scaptodrosophila deflexa;Developmental constraints;Drosophila melanica;Mycodrosophila claytonae;Drosophila peninsularis;Scaptodrosophila stonei;Drosophila macrospina;Drosophila americana (americana);Drosophila seguyi;Drosophila nasuta;Idiomyia soonae;Mycodrosophila dimidiata
DOI:
doi:10.5061/dryad.s270f
摘要:
Precise exponential scaling with size is a fundamental aspect of phenotypic variation. These allometric power laws are often invariant across taxa

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