activity
20092016
most citedThe beta family at the prime two and modular forms of level three

2 citations · 4 across the 5 of their papers we have counts for

collaborators

6 papers

math.AT2016★ 1 cited

On p-local Topological Automorphic Forms for

Hanno von Bodecker, Sebastian Thyssen

We present a new flavor of TAF-type (co)homology theories, which are p-local of height two and based on the isometry group of the odd unimodular hermitian lattice of signature (1,1…

math.DG2014

Twisted Dirac operators on certain nilmanifolds associated to even lattices

Hanno von Bodecker

Starting from an even definite lattice, we construct a principal circle bundle covered by a certain three-step nilpotent Lie group G. On the base space, which is again a nilmanifol…

math.DG2014

An analytical formula for the f-invariant of circle transfers

Hanno von Bodecker

In this note, we explain how the f-invariant of a circle transfer can be computed on the framed manifold itself in terms of the spectral asymmetry of twisted Dirac operators on the…

math.AT2011

A note on the double quaternionic transfer and its f-invariant

Hanno von Bodecker

It is well-known that for a line bundle over a closed framed manifold, its sphere bundle can also be given the structure of a framed manifold, usually referred to as a transfer. Gi…

math.AT2009★ 2 cited

The beta family at the prime two and modular forms of level three

Hanno von Bodecker

We use the orientation underlying the Hirzebruch genus of level three to map the beta family at the prime p=2 into the ring of divided congruences. This procedure, which may be tho…

math.AT2009★ 1 cited

On the f-invariant of products

Hanno von Bodecker

The f-invariant is a higher version of the e-invariant that takes values in the divided congruences between modular forms; in the situation of a cartesian product of two framed man…