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Knauer, Ulrich
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Knauer, Ulrich
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Knauer, Ulrich
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1
A formula for the number of weak endomorphisms on paths
by
Knauer, Ulrich
,
Pipattanajinda, Nirutt
Published 2019
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2
A formula for the number of weak endomorphisms on paths
by
Knauer, Ulrich
,
Pipattanajinda, Nirutt
Published 2019
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3
The Endomorphism Monoids of (n − 3)-regular Graphs of Order n
by
Gyurov, Boyko
,
Knauer, Ulrich
,
Panma, Sayan
,
Pipattanajinda, Nirutt
Published 2016
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4
The endomorphisms monoids of graphs of order \(n\) with a minimum degree \(n-3\)
by
Pipattanajinda, Nirutt
,
Knauer, Ulrich
,
Gyurov, Boyko
,
Panma, Sayan
Published 2018
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5
The Endomorphism Monoids of (n − 3)-regular Graphs of Order n
by
Gyurov, Boyko
,
Knauer, Ulrich
,
Panma, Sayan
,
Pipattanajinda, Nirutt
Published 2016
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6
The endomorphisms monoids of graphs of order \(n\) with a minimum degree \(n-3\)
by
Pipattanajinda, Nirutt
,
Knauer, Ulrich
,
Gyurov, Boyko
,
Panma, Sayan
Published 2018
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Related Subjects
05C38
05C25
orthodox
05C30
Complement of cycle
Graph of order \(n\) which minimal degree \(n-3\)
complectly regular
completely regular
endomorphism monoid
graph endomorphism
join
path
regular
three-dimensional square lattices
weak endomorphisms