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wrote the name of the paper into the post itself, so that a dead link is easier fixable
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HenrikRüping
HenrikRüping
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There is the paper this paperProperty (T) and Kazhdan constants for discrete groups by ZukAndrzej Żuk, which gives a sufficient criterion for property (T) in terms of some spectral properties of a graph depending on a group $G$ with a generating set $S$. This graph is not the Cayley graph. But maybe it is still in the spirit of the question.

There is this paper by Zuk, which gives a sufficient criterion for property (T) in terms of some spectral properties of a graph depending on a group $G$ with a generating set $S$. This graph is not the Cayley graph. But maybe it is still in the spirit of the question.

There is the paper Property (T) and Kazhdan constants for discrete groups by Andrzej Żuk, which gives a sufficient criterion for property (T) in terms of some spectral properties of a graph depending on a group $G$ with a generating set $S$. This graph is not the Cayley graph. But maybe it is still in the spirit of the question.

fixed dead link
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HenrikRüping
HenrikRüping
  • 11.1k
  • 37
  • 72

There is this paperthis paper by Zuk, which gives a sufficient criterion for property (T) in terms of some spectral properties of a graph depending on a group $G$ with a generating set $S$. This graph is not the Cayley graph. But maybe it is still in the spirit of the question.

There is this paper by Zuk, which gives a sufficient criterion for property (T) in terms of some spectral properties of a graph depending on a group $G$ with a generating set $S$. This graph is not the Cayley graph. But maybe it is still in the spirit of the question.

There is this paper by Zuk, which gives a sufficient criterion for property (T) in terms of some spectral properties of a graph depending on a group $G$ with a generating set $S$. This graph is not the Cayley graph. But maybe it is still in the spirit of the question.

Source Link
HenrikRüping
HenrikRüping
  • 11.1k
  • 37
  • 72

There is this paper by Zuk, which gives a sufficient criterion for property (T) in terms of some spectral properties of a graph depending on a group $G$ with a generating set $S$. This graph is not the Cayley graph. But maybe it is still in the spirit of the question.