Asikur Rahaman

activity

20232026

A d S_{5}

3 citations · 4 across the 4 of their papers we have counts for

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hep-th2026

From Z to all: cyclic sum rules for thermal CFT partition functions

Arnav Advant, Harsh Anand, Nathan Benjamin +7

The high-temperature expansion of twisted $S^{d - 1} \times S^{1}$ partition functions of CFT $_{d}$ , $d = 2 κ$ , has recently been shown to obey an infinite tower of universal constraints.…

hep-th2026

From $Z$ to $a$ : High-temperature relations, subleading semi-universality, and conformal anomalies

Arnav Advant, Harsh Anand, Nathan Benjamin +6

The free energy of any CFT, $ln Z (β; ω_{i})$ , admits two expansions: high temperature ( $β \to 0$ ) and fast rotation ( $ω_{i} \to 1$ ). We demonstrate that in $4 d$ , local…

From Z to all: cyclic sum rules for thermal CFT partition functions

From Z to a: High-temperature relations, subleading semi-universality, and conformal anomalies

From $Z$ to $a$ : High-temperature relations, subleading semi-universality, and conformal anomalies