|
Bill Allombert on Sun, 01 Sep 2024 09:05:31 +0200
|
[Date Prev] [Date Next] [Thread Prev] [Thread Next] [Date Index] [Thread Index]
|
Re: Question regarding Shimura lift
|
- To: pari-users@pari.math.u-bordeaux.fr
- Subject: Re: Question regarding Shimura lift
- From: Bill Allombert <Bill.Allombert@math.u-bordeaux.fr>
- Date: Sun, 1 Sep 2024 09:04:47 +0200
- Arc-authentication-results: i=1; smail; arc=none
- Arc-message-signature: i=1; a=rsa-sha256; d=math.u-bordeaux.fr; s=openarc; t=1725174312; c=relaxed/relaxed; bh=ExSVUn8IbOunUae4IQWkrFRBzZcn+ZoWwi6vA6CiBN0=; h=DKIM-Signature:Date:From:To:Subject:Message-ID:Mail-Followup-To: References:MIME-Version:Content-Type:Content-Disposition: In-Reply-To; b=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
- Arc-seal: i=1; a=rsa-sha256; d=math.u-bordeaux.fr; s=openarc; t=1725174312; cv=none; b=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
- Authentication-results: smail; dmarc=none header.from=math.u-bordeaux.fr
- Authentication-results: smail; arc=none
- Delivery-date: Sun, 01 Sep 2024 09:05:31 +0200
- Dkim-signature: v=1; a=rsa-sha256; c=relaxed/relaxed; d=math.u-bordeaux.fr; s=2022; t=1725174312; bh=ExSVUn8IbOunUae4IQWkrFRBzZcn+ZoWwi6vA6CiBN0=; h=Date:From:To:Subject:References:In-Reply-To:From; b=YvVtJd533T9fKzG0v6BQ6RTmUJ3hbPszuPoD+Jh5FNsutR5shc9iV5Y/vshP0cEMZ BP85xQg2xoOn5claRN4tQ1Xt7iZ2cR3lc+ltmDIsdoPm71uyG/3Kjn0fyp0oilwxt9 1k8DSJ5fXH8pMbgSCQ5bhG7888QnOAI8E3Esy80EumOPWMx2sq9oRUjAfFJloZe+s1 fUwdloMif52OgBIdAyiztc+E3us1JN6M6No6x4HZqN2DnQRnucEKDzdnExDEo5glwQ 6hZDHoxoyYGKvZDCvS2gsAyNQOA+NiJDCTlEDPr4C7uVFKmbyIQ1fWVVl22FyX2JhY YBcdtGhdx0zeoe+GqfJijv6UyxowbZ+33EUzqSlLgFQcSb3I/EGbi4CoQ9wFGip3ZN VesA/y8iPhi0OFVcTHYj8KR/E5OAbX8vzmRCv7lU2uVeYi0/bPIIliypcYACh/fC/9 dG8vOeKxmO6hOPVtzbOkthYK2YKIYW3rp8328DSNGxkoRHZcXdrJH6I/1QB9+Lh1bz nFoIcRnQsaW5eyq5+cqow5HflzhDQKSxjnQroIE7B9IQXC9q463jTZhVLq6AFW8dyO /FwtMTANsUvwyxoRj0B+DPn9YWy1Lp6Nm559x5ltM2NTlmRVfFHmCVOwcqsc/+iUpz FHLooH5bcimBE548E7FjbXsw=
- In-reply-to: <SJ0PR19MB4762FAA68AE02E350596733D80902@SJ0PR19MB4762.namprd19.prod.outlook.com>
- Mail-followup-to: pari-users@pari.math.u-bordeaux.fr
- References: <SJ0PR19MB4762FAA68AE02E350596733D80902@SJ0PR19MB4762.namprd19.prod.outlook.com>
On Sat, Aug 31, 2024 at 09:10:47PM +0000, LNU, Swati wrote:
> Hello,
> I wanted to ask that given an integer weight form, say f(z) = \eta(z)
> \eta(2z) \eta(7z) \eta(14z) \in S_{2}(14), is there a way using Pari/gp to
> determine the half integer weight form F(z) such that Shimura lift Sh_{t}
> (F(z)) = f(z) for any square-free t?
Hi!
So you want the reverse of mfshimura ?
Cheers,
Bill.