Graphentheorie at Technische Universität Wien

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schwach zusammenhängend (Digraph)

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stark zusammenhängend (Digraph)

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DAG

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Baum (Digraph)

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network

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c(e)

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e (network)

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s, t (network)

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nodes

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primal

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dual

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Digraph

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Exemplary flashcards for Graphentheorie at the Technische Universität Wien on StudySmarter:

Graphentheorie

schwach zusammenhängend (Digraph)

unterliegende Graph ist zusammenhängend

Graphentheorie

stark zusammenhängend (Digraph)

Knoten u, v, u!=v durch (gerichteten) Pfad u-v verbunden

Graphentheorie

DAG

(Directed Acyclic Graph)
endlicher gerichteter Graph, ohne gerichteten Zyklus

Graphentheorie

Baum (Digraph)

wenn unterliegende Graph Baum ist

Graphentheorie

network

digraph with n.n. c(e) on e and distinguished s and t

Graphentheorie

c(e)

capacity in a network

Graphentheorie

e (network)

the specific archs

Graphentheorie

s, t (network)

source, sink/terminal

Graphentheorie

nodes

vertices in the context of networks

Graphentheorie

primal

min_x c'x

s.t. Ax = -b
NNC x>=0

Graphentheorie

dual

max_y -b'y

s.t. A'y <= c
NNC y frei

Graphentheorie

Digraph

einfacher gerichteter Graph

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theorie 1. at

Universität Wien

VWL 1 Kostentheorie at

Hochschule Neu-Ulm

Theorie 1 at

Universität Wien

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Universität Weimar

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IUBH Internationale Hochschule

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