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Transitions from Trees to Cycles in Adaptive Flow Networks
Erik Andreas Martens, Konstantin Klemm
Renal and Vascular Research
Department of Mathematical Sciences
5
Citations (Scopus)
57
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Dive into the research topics of 'Transitions from Trees to Cycles in Adaptive Flow Networks'. Together they form a unique fingerprint.
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Mathematics
Flow Network
100%
Cycle
46%
Fluctuations
28%
Configuration
11%
Adaptive Dynamics
11%
Network Optimization
10%
Topology Optimization
10%
Transcritical Bifurcation
10%
Veins
9%
Network Topology
9%
Experimental Study
9%
Conductance
9%
Robustness
6%
Partition
5%
Dynamical system
5%
Distinct
5%
Converge
4%
Range of data
4%
Vertex of a graph
4%
Model
2%
Medicine & Life Sciences
Systems Analysis
75%
Veins
55%
Theoretical Models
54%
Weights and Measures
42%
Blood Vessels
39%
Chemical Compounds
Cyclic Structure
60%
Dynamical System
51%
Flow
42%
Partition
33%
Conductance
31%
Weight
17%
Engineering & Materials Science
Dynamical systems
54%
Topology
45%
Physics & Astronomy
cycles
44%
veins
7%
sinks
6%
configurations
6%
dynamical systems
6%
partitions
5%
topology
5%
optimization
3%