Cooperation Is Not Enough-Exploring Social-Ecological Micro-Foundations for Sustainable Common-Pool Resource Use

Cold Shock Proteins Are Expressed in the Retina Following Exposure to Low Temperatures

IL-31-Driven Skin Remodeling Involves Epidermal Cell Proliferation and Thickening That Lead to Impaired Skin-Barrier Function

The Role of the Subgenual Anterior Cingulate Cortex and Amygdala in Environmental Sensitivity to Infant Crying

Entangling Credit and Funding Shocks in Interbank Markets

Spatial Disassociation of Disrupted Functional Connectivity for the Default Mode Network in Patients with End-Stage Renal Disease

whole brain seed based functional connectivity analysis
voxel wise multiple general linear model
vmpfc based functional connectivity analysis
pcc based functional connectivity analysis

time TR=3000 ms echo time TE=50 ms flip angle=90° slice thickness=4.5 mm; no gap; matrix=128*128
TR=25 ms; TE=4.1 ms; FA=30° slice thickness=1.0 mm; no gap; matrix=256*256

Smoking and Secondhand Smoke Exposure at Home Were Associated with Poor Perceived Family Well-Being: Findings of FAMILY Project

Reduced Maximal Force during Acute Anterior Knee Pain Is Associated with Deficits in Voluntary Muscle Activation

r=0.58 vastus medialis r=0.78 vastus lateralis r=0.57, all p<0.006

A Systematic Review of Predictions of Survival in Palliative Care: How Accurate Are Clinicians and Who Are the Experts?

full account of clinician survival estimates
17 studies involving 4 511 continuous prognostic estimates

The Role of Global and Local Visual Information during Gaze-Cued Orienting of Attention

A Novel Flexible Inertia Weight Particle Swarm Optimization Algorithm

relation (22), we can conclude removedGRAPHIC - alpha 1 alpha 2>0
according Corollary 1, ∀t ∈ [0, I max ], omega t<0
alpha 2>0 thus<disp formula id="pone.0161558.e039
pone.0161558.e044">removedGRAPHIC alpha 1 e - ψ t I max<0
removedGRAPHIC alpha 2 e ψ t I max>alpha 1 e - ψ t I max, this implies<disp formula id="pone.0161558.e046">removedGRAPHIC omega ' t=ψ I max (- alpha 1 e - ψ t I max + alpha 2 e ψ t I max)>0
Corollary 3. For all t ∈ [0, I max ], omega t>0
By Corollary 1, ∀ t ∈ [0, I max ], omega t<0
Omega=Omega (1 - e ψ)<0</disp formula>By Theorem 1
pone.0161558.e060">removedGRAPHIC m=lim ψ ->0 + delta (ψ)=omega 2 - omega 1
follows<disp formula id="pone.0161558.e122">removedGRAPHIC C D 0.05=3.7547, C D 0.1=3.4378