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a minor typo
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Martin Sleziak
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Another post reminded me of the following fact. The Poisson summation formula is a special case of the trace formula. Also the Frobenius reciprocity for finite groups follows from another spacialspecial case of the trace formula, where the groups in question are finite. I find that these two theorems are related in such a way very surprising.

Another post reminded me of the following fact. The Poisson summation formula is a special case of the trace formula. Also the Frobenius reciprocity for finite groups follows from another spacial case of the trace formula, where the groups in question are finite. I find that these two theorems are related in such a way very surprising.

Another post reminded me of the following fact. The Poisson summation formula is a special case of the trace formula. Also the Frobenius reciprocity for finite groups follows from another special case of the trace formula, where the groups in question are finite. I find that these two theorems are related in such a way very surprising.

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MBN
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Another post reminded me of the following fact. The Poisson summation formula is a special case of the trace formula. Also the Frobenius reciprocity for finite groups follows from another spacial case of the trace formula, where the groups in question are finite. I find that these two theorems are related in such a way very surprising.