Balaban 10-cage
In the mathematical field of graph theory, the Balaban 10-cage or Balaban (3,10)-cage is a 3-regular graph with 70 vertices and 105 edges named after Alexandru T. Balaban. Published in 1972, It was the first 10-cage discovered but it is not unique. The complete list of 10-cages and the proof of minimality was given by Mary R. O'Keefe and Pak Ken Wong. There exist 3 distinct (3-10)-cages, the other two being the Harries graph and the Harries–Wong graph. Moreover, the Harries–Wong graph and Harries graph are cospectral graphs. The characteristic polynomial of the Balaban 10-cage is
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Balaban 10-cage
In the mathematical field of graph theory, the Balaban 10-cage or Balaban (3,10)-cage is a 3-regular graph with 70 vertices and 105 edges named after Alexandru T. Balaban. Published in 1972, It was the first 10-cage discovered but it is not unique. The complete list of 10-cages and the proof of minimality was given by Mary R. O'Keefe and Pak Ken Wong. There exist 3 distinct (3-10)-cages, the other two being the Harries graph and the Harries–Wong graph. Moreover, the Harries–Wong graph and Harries graph are cospectral graphs. The characteristic polynomial of the Balaban 10-cage is
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10-Клетка Балабана или балабан ...... 0)-клетка, но не единственная.
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En el campo matemático de la t ...... la 10-jaula de Balaban es : .
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In the mathematical field of g ...... mial of the Balaban 10-cage is
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La 10-cage de Balaban (ou (3,1 ...... publié la description en 1972.
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1,014,424,861
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The Balaban 10-cage
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name
Balaban 10-cage
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namesake
Alexandru T. Balaban
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10-Клетка Балабана или балабан ...... 0)-клетка, но не единственная.
@ru
En el campo matemático de la t ...... la 10-jaula de Balaban es : .
@es
In the mathematical field of g ...... mial of the Balaban 10-cage is
@en
La 10-cage de Balaban (ou (3,1 ...... publié la description en 1972.
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label
10-cage de Balaban
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10-jaula de Balaban
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10-клетка Балабана
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Balaban 10-cage
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