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Exact vector channel sum rules at finite temperature

有限温度におけるvectorチャンネルの厳密な和則

Gubler, P.; 佐藤 大輔*

Gubler, P.; Sato, Daisuke*

本講演では最近の発表論文に基づき、vectorチャンネル(光子と同じ量子数を持つ状態)のスペクトル関数に関して導出したいくつかの厳密な和則を紹介する。摂動計算ではこの和則が成り立つことや、格子QCDへの応用についても議論する。

In this talk, I will introduce and review several exact sum rules of the vector channel spectral function at finite temperature, which we have derived in a recent paper. I will also discuss an explicit check of these sum rules in perturbation theory and possible application to the analysis of lattice QCD data.

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