#### Filter Results:

#### Publication Year

1991

2014

#### Publication Type

#### Co-author

#### Publication Venue

#### Key Phrases

Learn More

- DIETER H. MAYER
- 1991

- Karl Sörelius, Kevin Mani, +27 authors Anders Wanhainen
- Circulation
- 2014

BACKGROUND
Mycotic aortic aneurysm (MAA) is a rare and life-threatening disease. The aim of this European multicenter collaboration was to study the durability of endovascular aortic repair (EVAR) of MAA, by assessing late infection-related complications and long-term survival.
METHODS AND RESULTS
All EVAR treated MAAs, between 1999 and 2013 at 16… (More)

- Barbara Hasse, Lars Husmann, Annelies Zinkernagel, Rainer Weber, Mario Lachat, Dieter Mayer
- Swiss medical weekly
- 2013

Vascular procedures are rarely complicated by infection, but if prosthetic vascular graft infection (PVGI) occurs, morbidity and mortality are high. Several patient-related, surgery-related and postoperative risk factors are reported, but they are not well validated. PVGI is due to bacterial colonisation of the wound and the underlying prosthetic graft,… (More)

- DIETER MAYER
- 2008

In this paper we discuss a coding and the associated symbolic dynamics for the geodesic flow on Hecke triangle surfaces. We construct an explicit cross section for which the first return map factors through a simple (explicit) map given in terms of the generating map of a particular continued fraction expansion closely related to the Hecke triangle groups.… (More)

We investigate the location of zeros and poles of a dynamical zeta function for a family of subshifts of finite type with an interaction function depending on the parameters λ = (λ1,. .. , λm) with 0 λi 1. The system corresponds to the well known Kac-Baker lattice spin model in statistical mechanics. Its dynamical zeta function can be expressed in terms of… (More)

- Pavel Bleher, Jens Bolte, +33 authors Audrey Terras

We calculate the period function of Lewis of the automorphic Eisenstein series E(s; w) = 1 2 v s P n;m6 =(0;0) (mw + n) ?2s for the modular group PSL(2; Z Z). This function turns out to be the function B(1 2 ; s + 1 2) s (z), where B(x; y) denotes the beta function and s a function introduced some time ago by Zagier and given for <s > 1 by the series s (z)… (More)

- Roelof Bruggeman, Markus Fraczek, Dieter Mayer
- Experimental Mathematics
- 2013

- D Mayer, T Mühlenbruch
- 2009

We discuss the nearest λ q –multiple continued fractions and their duals for λ q = 2 cos π q which are closely related to the Hecke triangle groups G q , q = 3, 4,. . .. They have been introduced in the case q = 3 by Hurwitz and for even q by Nakada. These continued fractions are generated by interval maps f q respectively f ⋆ q which are conjugate to… (More)

- Partha Guha, Dieter Mayer
- 2008

We establish a close relation between higher order Riccati equations and Faá di Bruno polynomial respectively Ramanujan's differential equations connected to modular forms.