Entropy predicts sensitivity of pseudorandom seeds.
Seed design is important for sequence similarity search applications such as read mapping and average nucleotide identity (ANI) estimation. Although...
Caryophyllales : Questions médicales fréquentes
Sous-catégories
37 au total
└─
Aizoaceae
AizoaceaeD035722 -
B01.875.800.575.912.250.198.500.050
└─
Amaranthaceae
AmaranthaceaeD027703 -
B01.875.800.575.912.250.198.500.100
└─
Cactaceae
CactaceaeD029421 -
B01.875.800.575.912.250.198.500.200
└─
Caryophyllaceae
CaryophyllaceaeD029748 -
B01.875.800.575.912.250.198.500.250
└─
Dioncophyllaceae
DioncophyllaceaeD045603 -
B01.875.800.575.912.250.198.500.300
└─
Droseraceae
DroseraceaeD031257 -
B01.875.800.575.912.250.198.500.350
└─
Molluginaceae
MolluginaceaeD035704 -
B01.875.800.575.912.250.198.500.675
└─
Nyctaginaceae
NyctaginaceaeD039281 -
B01.875.800.575.912.250.198.500.750
└─
Phytolaccaceae
PhytolaccaceaeD029602 -
B01.875.800.575.912.250.198.500.875
└─
Plumbaginaceae
PlumbaginaceaeD029606 -
B01.875.800.575.912.250.198.500.937
└─
Portulacaceae
PortulacaceaeD029622 -
B01.875.800.575.912.250.198.500.984
└─
Tamaricaceae
TamaricaceaeD032363 -
B01.875.800.575.912.250.198.500.992
└─└─
Mesembryanthemum
MesembryanthemumD035723 -
B01.875.800.575.912.250.198.500.050.500
└─└─
Achyranthes
AchyranthesD029044 -
B01.875.800.575.912.250.198.500.100.100
└─└─
Amaranthus
AmaranthusD027721 -
B01.875.800.575.912.250.198.500.100.130
└─└─
Atriplex
AtriplexD027466 -
B01.875.800.575.912.250.198.500.100.232
└─└─
Celosia
CelosiaD034762 -
B01.875.800.575.912.250.198.500.100.333
└─└─
Chenopodium
ChenopodiumD027462 -
B01.875.800.575.912.250.198.500.100.666
└─└─
Salsola
SalsolaD031248 -
B01.875.800.575.912.250.198.500.100.833
└─└─
Opuntia
OpuntiaD029747 -
B01.875.800.575.912.250.198.500.200.500
└─└─
Agrostemma
AgrostemmaD031242 -
B01.875.800.575.912.250.198.500.250.055
└─└─
Arenaria
Arenaria PlantD031243 -
B01.875.800.575.912.250.198.500.250.077
└─└─
Dianthus
DianthusD029749 -
B01.875.800.575.912.250.198.500.250.222
└─└─
Lychnis
LychnisD031244 -
B01.875.800.575.912.250.198.500.250.416
└─└─
Saponaria
SaponariaD029750 -
B01.875.800.575.912.250.198.500.250.611
└─└─
Silene
SileneD029751 -
B01.875.800.575.912.250.198.500.250.655
└─└─
Stellaria
StellariaD029752 -
B01.875.800.575.912.250.198.500.250.827
└─└─
Vaccaria
VaccariaD031245 -
B01.875.800.575.912.250.198.500.250.913
└─└─
Drosera
DroseraD029787 -
B01.875.800.575.912.250.198.500.350.500
└─└─
Mirabilis
MirabilisD039282 -
B01.875.800.575.912.250.198.500.750.500
└─└─
Phytolacca
PhytolaccaD029603 -
B01.875.800.575.912.250.198.500.875.500
└─└─
Portulaca
PortulacaD031822 -
B01.875.800.575.912.250.198.500.984.500
└─└─└─
Chenopodium album
Chenopodium albumD027463 -
B01.875.800.575.912.250.198.500.100.666.500
└─└─└─
Chenopodium ambrosioïdes
Chenopodium ambrosioidesD027464 -
B01.875.800.575.912.250.198.500.100.666.750
└─└─└─
Chenopodium quinoa
Chenopodium quinoaD027465 -
B01.875.800.575.912.250.198.500.100.666.875
└─└─└─
Phytolacca americana
Phytolacca americanaD029604 -
B01.875.800.575.912.250.198.500.875.500.500
└─└─└─
Phytolacca dodecandra
Phytolacca dodecandraD029605 -
B01.875.800.575.912.250.198.500.875.500.750
Sources (2803 au total)
Entropy and the arrow of time in population dynamics.
The concept of entropy in statistical physics is related to the existence of irreversible macroscopic processes. In this work, we explore a recently introduced entropy formula for a class of stochasti...
The maximum entropy principle for compositional data.
Compositional systems, represented as parts of some whole, are ubiquitous. They encompass the abundances of proteins in a cell, the distribution of organisms in nature, and the stoichiometry of the mo... To resolve both of these issues, we provide a general and data-driven modeling tool for compositional systems called Compositional Maximum Entropy (CME). By integrating the prior geometric structure o... CME provides novel and biologically-intuitive insights and is promising as a comprehensive quantitative framework for compositional data....
Entropy for team communication pattern recognition.
This work aims to demonstrate entropy as a method that can be used to analyze team coordination using naturalistic team communication content. Much of team coordination happens through communication; ...
Portable Models for Entropy Effects on Kinetic Selectivity.
Differences in entropies of competing transition states can direct kinetic selectivity. Understanding and modeling such entropy differences at the molecular level is complicated by the fact that entro...
Structures Controlled by Entropy: The Flexibility of Strychnine as Example.
To study the flexibility of strychnine, we performed molecular dynamics simulations with orientational tensorial constraints (MDOC). Tensorial constraints are derived from nuclear magnetic resonance (...
Physical insight into the entropy-driven ion association.
The ion association is widely believed to be dominated by the favorable entropy change arising from the release of water molecules from ion hydration shells. However, no direct thermodynamic evidence ...
Entropy is better related to unification than to order.
There are difficulties related to the classical establishment of entropy. It is conventionally viewed as the inverse of order in a system, or more precisely as a quantification of the number of possib...
Self-similarity and the maximum entropy principle in the genetic code.
This paper addresses the relationship between information and structure of the genetic code. The code has two puzzling anomalies: First, when viewed as 64 sub-cubes of a [Formula: see text] cube, the ...
Ultrasound Characterization of Cortical Bone Using Shannon Entropy.
Ultrasound backscattered signals encompass information on the microstructure of heterogeneous media such as cortical bone, in which pores act as scatterers and result in the scattering and multiple sc... In the study described here, to demonstrate proof of concept, Shannon entropy was used as a quantitative ultrasound parameter to experimentally evaluate microstructural changes in samples with control... The results suggest that an increase in pore diameter and porosity lead to an increase in entropy, indicating increased levels of randomness in the signals as a result of increased scattering. The ent... Sensitivity of entropy to microstructural changes in highly scattering and absorbing media can potentially be exploited to diagnose and monitor osteoporosis....