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Non-Hermitian localization and population biology
David R. Nelson
,
Nadav M. Shnerb
Harvard University
Research output
:
Contribution to journal
›
Article
›
peer-review
240
Scopus citations
Overview
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Keyphrases
Localized States
100%
Non-Hermitian
100%
Convection
100%
Population Ecology
100%
Density of States
50%
Growth Rate
50%
Population Dynamics
50%
Linearization
50%
Fast-growing
50%
Steady State
50%
Biological Systems
50%
Scaling Behavior
50%
Band Edge
50%
Eigenvalues
50%
Random Distribution
50%
System Size
50%
Complex Plane
50%
Nonlinear Problems
50%
Sunlight
50%
Burgers
50%
Schrödinger Equation
50%
Spatial Fluctuations
50%
Population Model
50%
Quenched Disorder
50%
Vector Potential
50%
Growth Problems
50%
Single Species
50%
Extended States
50%
Environmental Heterogeneity
50%
Burgers Equation
50%
Continuous Growth Model
50%
Convection Velocity
50%
Delocalization Transition
50%
Mathematics
Edge
100%
Time Evolution
100%
Scaling Behavior
100%
Dominates
100%
Vector Potential
100%
System Size
100%
Single Specie
100%
Environmental Heterogeneity
100%
Eigenvalue
100%
Complex Plane
100%
Biological System
100%
Nonlinear Problem
100%
Engineering
Nonlinear Problem
100%
Size System
100%
Singularities
100%
Complex Plane
100%
Schr Dinger Equation
100%
Biological System
100%
Band Edge
100%
Localized State
100%
Eigenvalue
100%
Statistical Distribution
100%
Convection Velocity
100%
Physics
Density of States
100%
Statistical Distribution
100%
Population Dynamics
100%
Burger Equation
100%
Steady State
100%