Hamburg papers on
Infinite electrical networks and flows
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- Homological aspects of hypergraphs (Reinhard Diestel);
ArXiv
Algebraic flow theory of infinite graphs
(Babak Miraftab and Mohamadjavad Moghadamzadeh),
Europ. J. Combinatorics 62 (2017), 58-69.;
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Every planar graph with the Liouville property is amenable
(Johannes Carmesin and Agelos Georgakopoulos),
preprint 2015;
PDF
- A characterization of the locally finite networks admitting
non-constant harmonic functions of finite energy
(Johannes Carmesin),
Potential Analysis 37 (2012), 229-245;
PDF
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Uniqueness of electrical currents in a network of finite total resistance
(Agelos Georgakopoulos),
J. London Math. Soc. 82 (2010), 256–272;
PDF
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The max-flow min-cut theorem for countable networks (Section 8)
(R. Aharoni, E. Berger, Agelos Georgakopoulos, A. Perlstein and Philipp Sprüssel),
J. Combin. Theory B 101 (2011), 1–17;
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Theses:
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Die Kirchoffsche Knotenregel gilt nicht bei Randpunkten unendlicher Graphen,
(J. Carmesin),
BSc dissertation, Hamburg 2010,
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T. Rühmann, Gruppenwertige Flüsse
(T. Rühmann),
BSc dissertation, Hamburg 2010,
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