Siegfried Boecherer

activity

19952024

most citedOn theta series attached to maximal lattices and their adjoints

6 citations · 11 across the 9 of their papers we have counts for

collaborators

Showing 2023Show all

2 papers · 1 filter

math.NT2023

On $p$ -adic Siegel Eisenstein series from a point of view of the theory of mod $p^{m}$ singular forms

Siegfried Boecherer, Toshiyuki Kikuta

We show that the $p$ -adic Siegel Eisenstein series of general degree attached to two kind of number sequences are both linear combinations of genus theta series of level $p$ , by ap…

math.NT2023

Structure theorem for mod $p^{m}$ singular Siegel modular forms

Siegfried Boecherer, Toshiyuki Kikuta

We prove that all mod $p^{m}$ singular forms of level $N$ , degree $n + r$ , and $p$ -rank $r$ with $n \geq r$ are congruent mod $p^{m}$ to linear combinations of theta series of degree $r$ a…

On p-adic Siegel Eisenstein series from a point of view of the theory of mod pm singular forms

Structure theorem for mod pm singular Siegel modular forms

On $p$ -adic Siegel Eisenstein series from a point of view of the theory of mod $p^{m}$ singular forms

Structure theorem for mod $p^{m}$ singular Siegel modular forms