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The following pages link to $L$-functions for the $p$-adic group $GSp(4)$ (Q2702993):

Displaying 21 items.

Principal series Whittaker functions on $Sp(2,\mathbb{C})$ (Q550388) (← links)
Zeta integrals for $\operatorname{GSp}(4)$ via Bessel models (Q723586) (← links)
The Riemann hypothesis for Weng's zeta function of $\text{Sp}(4)$ over $\mathbb Q$. With an appendix by Lin Weng (Q1011675) (← links)
On the adjoint $L$-function of the $p$-adic $\text{GSp}(4)$ (Q1024414) (← links)
Whittaker functions for generalized principal series representations of $\mathrm{GSp}(2,\mathbb{R})$ (Q1626425) (← links)
Local $L$-factors for $\mathrm{GSp}(4,F)$ via Novodvorsky's zeta integrals (Q1627935) (← links)
Higher Hida theory and $p$-adic $L$-functions for $\mathrm{GSp}_4$ (Q2073285) (← links)
Rankin-Selberg integrals for $\operatorname{SO}_{2n+1}{\times}\operatorname{GL}_r$ attached to newforms and oldforms (Q2152864) (← links)
On central critical values of the degree four $L$-functions for $\mathrm{GSp}(4)$: a simple trace formula (Q2249621) (← links)
$L$-factor of irreducible $\chi_1 \times\chi_2 \rtimes\sigma$ (Q2401758) (← links)
Regular poles for the $p$-adic group $\mathrm{GSp}_4$. II (Q2813406) (← links)
On higher regulators of Siegel threefolds II: the connection to the special value (Q2990010) (← links)
-ADIC -FUNCTIONS FOR ORDINARY FAMILIES ON SYMPLECTIC GROUPS (Q3295460) (← links)
(Q3451853) (← links)
Spinor $L$-functions for generic cusp forms on $GSp(2)$ belonging to principal series representations (Q3532540) (← links)
(Q4214906) (← links)
Packet structure and paramodular forms (Q4604402) (← links)
Regular poles for the p-adic group $GSp_4$ (Q4979967) (← links)
Spinor L-functions, theta correspondence, and Bessel coefficients (Q5444002) (← links)
On Petersson norms of generic cusp forms and special values of adjoint L -functions for GSp4 (Q6135856) (← links)
On the Rankin-Selberg $L$-factors for $\mathrm{SO}_5 \times \mathrm{GL}_2$ (Q6588717) (← links)