Multivariate association between brain function and eating disorders using sparse canonical correlation analysis

graph theory based functional connectivity analysis
1a removedgraphic graph theory based functional connectivity analysis
involve multiple test of univariate statistics

time TR=1900 ms, echo time TE=2.52 ms, flip angle=9
TR=645 ms, TE=30 ms, flip angle=60°, FOV=222 mm*222 mm, 3 mm^3
TR=2490 ms; TE=30 ms flip angle=90°; FOV=220 mm*220 mm; 3.4*3.4*3.0 mm^3 voxel resolution 36 slices; 150

What's the catch? Profiling the benefits and costs associated with marine protected areas and displaced fishing in the Scotia Sea

decomposed spatially dependent ssmu model

BD5: An open HDF5-based data format to represent quantitative biological dynamics data

group 1 will have t=1, while tScale is 2
then group 0 will have t=0, group 1 will have t=2

Behavioral responses to transfluthrin by Aedes aegypti, Anopheles minimus, Anopheles harrisoni, and Anopheles dirus (Diptera: Culicidae)

Effects of preferred music on physiological responses, perceived exertion, and anaerobic threshold determination in an incremental running test on both sexes

men=3535+-2425 metabolic equivalent min/week; women=3568+-1860

Prevalence and associated factors of suicidal ideation and attempt among undergraduate medical students of Haramaya University, Ethiopia. A cross sectional study

Highs and lows: Genetic susceptibility to daily events

affect omegawithin=.88 omegabetween=.95 Negative affect omegawithin=.80 omegabetween=.95

Blockade of the M1 muscarinic acetylcholine receptors impairs eyeblink serial feature-positive discrimination learning in mice

Listening to parents to understand their priorities for autism research

Investigating the effects of incremental conditioning and supplemental dietary tryptophan on the voluntary activity and behaviour of mid-distance training sled dogs

Pseudorandom sequence contention algorithm for IEEE 802.11ah based internet of things network

pone.0237386.e003">removedGRAPHIC C n=5 - (- 1) n 2
pone.0237386.e008">removedGRAPHIC 1=∑ i=0 m ∑ k=0 w i -1 S i, k=∑ i=0 m S i, 0
p ]</disp formula><disp formula id="pone.0237386.e013">removedGRAPHIC S 0, 0=2 (1 -2 p) (1 - p) (1 -2 p) (W + 1) + p W (1 - (2 p) m)</disp formula><disp formula id="pone.0237386.e014">removedGRAPHIC tau=∑ i=0 m S i, 0=S 0
pone.0237386.e017">removedGRAPHIC p=1 - (1 - tau) n -1</disp formula>From Eq 14