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2Neue Medien in der Curriculumarbeit
A. Kron, F. und Sofos. (2003)
5 years ago by @naheelaulrich
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kron
medpaeddokuwiki
kronmedpaeddokuwiki
(0)
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2Kron's Methods and the Theoretical Foundation of the Matric Computor
P. Honnell. Journal of the Franklin Institute, 286 (6): 566--571 (December 1968)
6 years ago by @gdmcbain
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94c05-analytic-circuit-theory
94c15-circuits-networks-applications-of-graph-theory
kron
94c05-analytic-circuit-theory94c15-circuits-networks-applications-of-graph-theorykron
(0)
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1Kron Reduction of Graphs with Applications to Electrical Networks
F. Dörfler, and F. Bullo. (Feb 15, 2011)
6 years ago by @gdmcbain
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05c50-graphs-and-linear-algebra
05c76-graph-operations
68r10-computer-science-graph-theory
94c05-analytic-circuit-theory
94c15-circuits-networks-applications-of-graph-theory
kron
05c50-graphs-and-linear-algebra05c76-graph-operations68r10-computer-science-graph-theory94c05-analytic-circuit-theory94c15-circuits-networks-applications-of-graph-theorykron
(0)
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2Tensor Analysis of Networks
G. Kron. Wiley, New York, NY, (1939)
8 years ago by @ytyoun
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kron
no.pdf
textbook
kronno.pdftextbook
(0)
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1A New Proof of Haynsworth's Quotient Formula for Schur Complements
A. Ostrowski. Linear Algebra and its Applications, 4 (4): 389--392 (1971)
8 years ago by @ytyoun
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kron
linear.algebra
matrix
schur
kronlinear.algebramatrixschur
(0)
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1The Equivalence of Triangles and Three-Pointed Stars in Conducting Networks
A. Kennelly. Electrical World and Engineer, 34 (12): 413--414 (1899)
9 years ago by @ytyoun
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circuit
classic
effective.resistance
kron
network
no.pdf
resistor
circuitclassiceffective.resistancekronnetworkno.pdfresistor
(0)
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3The Mathematics of Networks of Linear Systems
P. Fuhrmann, and U. Helmke. (2015)
9 years ago by @ytyoun
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circuit
effective.resistance
kron
monotonicity
network
perron-frobenius
rayleigh
resistor
textbook
circuiteffective.resistancekronmonotonicitynetworkperron-frobeniusrayleighresistortextbook
(0)
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3A Set of Principles to Interconnect the Solutions of Physical Systems
G. Kron. Journal of Applied Physics, 24 (8): 965--980 (1953)
9 years ago by @ytyoun
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graph.theory
kron
no.pdf
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2Kron's Methods and the Theoretical Foundation of the Matric Computor
P. Honnell. Journal of the Franklin Institute, 286 (6): 566--571 (1968)
9 years ago by @ytyoun
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effective.resistance
graph.theory
kron
network
resistor
effective.resistancegraph.theorykronnetworkresistor
(0)
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1Reduction of Large Resistor Networks
J. Rommes, P. Lenaers, and W. Schilders. Scientific Computing in Electrical Engineering SCEE 2008, page 555--562. Berlin, Heidelberg, Springer Berlin Heidelberg, (2010)
9 years ago by @ytyoun
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effective.resistance
graph.theory
kron
network
resistor
effective.resistancegraph.theorykronnetworkresistor
(0)
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1On the Delta-Wye Reduction for Planar Graphs
K. Truemper. Journal of Graph Theory, 13 (2): 141--148 (1989)
9 years ago by @ytyoun
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graph.theory
kron
planar
graph.theorykronplanar
(0)
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1Planarization by Transformation
M. van Lier, and R. Otten. IEEE Transactions on Circuit Theory, 20 (2): 169--171 (March 1973)
9 years ago by @ytyoun
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graph
graph.theory
kron
planar
graphgraph.theorykronplanar
(0)
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1Synchronization of Power Networks: Network Reduction and Effective Resistance
F. Dörfler, and F. Bullo. FAC Proceedings Volumes, 43 (19): 197--202 (2010)2nd \IFAC\ Workshop on Distributed Estimation and Control in Networked Systems.
9 years ago by @ytyoun
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effective.resistance
kron
laplacian
network
resistor
schur
effective.resistancekronlaplaciannetworkresistorschur
(0)
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1Characterization and Partial Synthesis of the Behavior of Resistive Circuits at their Terminals
A. van der Schaft. Systems & Control Letters, 59 (7): 423--428 (2010)
9 years ago by @ytyoun
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circuit
effective.resistance
kron
laplacian
network
resistor
schur
circuiteffective.resistancekronlaplaciannetworkresistorschur
(0)
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2On the Fiedler vectors of graphs that arise from trees by Schur complementation of the Laplacian
E. Stone, and A. Griffing. Linear Algebra and its Applications, 431 (10): 1869--1880 (2009)
9 years ago by @ytyoun
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eigenvalues
fiedler
graph.theory
kron
laplacian
matrix
schur
spectral.graph.theory
tree
eigenvaluesfiedlergraph.theorykronlaplacianmatrixschurspectral.graph.theorytree
(0)
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1A New Network Theorem
A. Rosen. Journal of the Institution of Electrical Engineers, 62 (335): 916--918 (November 1924)
9 years ago by @ytyoun
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circuit
classic
kron
matrix
network
resistor
schur
circuitclassickronmatrixnetworkresistorschur
(0)
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1Efficient Methods for Large Resistor Networks
J. Rommes, and W. Schilders. IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems, 29 (1): 28--39 (January 2010)
9 years ago by @ytyoun
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effective.resistance
kron
network
resistor
effective.resistancekronnetworkresistor
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3The Schur Complement and its Applications
F. Zhang. Numerical Methods and Algorithms Springer, New York, (2005)
9 years ago by @ytyoun
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eigenvalues
kron
matrix
schur
textbook
eigenvalueskronmatrixschurtextbook
(0)
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2Kron Reduction of Graphs with Applications to Electrical Networks
F. Dörfler, and F. Bullo. IEEE Transactions on Circuits and Systems I: Regular Papers, 60 (1): 150--163 (January 2013)
9 years ago by @ytyoun
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effective.resistance
eigenvalues
graph.theory
interlacing
kron
laplacian
linear.algebra
matrix
network
resistor
schur
effective.resistanceeigenvaluesgraph.theoryinterlacingkronlaplacianlinear.algebramatrixnetworkresistorschur
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publications (hide)19
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2Neue Medien in der Curriculumarbeit

2Kron's Methods and the Theoretical Foundation of the Matric Computor

1Kron Reduction of Graphs with Applications to Electrical Networks

2Tensor Analysis of Networks

1A New Proof of Haynsworth's Quotient Formula for Schur Complements

1The Equivalence of Triangles and Three-Pointed Stars in Conducting Networks

3The Mathematics of Networks of Linear Systems

3A Set of Principles to Interconnect the Solutions of Physical Systems

2Kron's Methods and the Theoretical Foundation of the Matric Computor

1Reduction of Large Resistor Networks

1On the Delta-Wye Reduction for Planar Graphs

1Planarization by Transformation

1Synchronization of Power Networks: Network Reduction and Effective Resistance

1Characterization and Partial Synthesis of the Behavior of Resistive Circuits at their Terminals

2On the Fiedler vectors of graphs that arise from trees by Schur complementation of the Laplacian

1A New Network Theorem

1Efficient Methods for Large Resistor Networks

3The Schur Complement and its Applications

2Kron Reduction of Graphs with Applications to Electrical Networks

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