Skip to main content

Publications

Information on publications of institute members and the preprint series of the MPIM

How to submit preprints

Posted in

Guests and members of MPIM can submit proposals to our preprint series. These submissions will be checked by an institute member and, if appropriate, included in our database and sent to the print office.

To submit an article, please email the PDF file and its (La)TeX-source to preprint@mpim-bonn.mpg.de. We do not have a special document template, please use one of the standard AMS classes, e.g. amsart. The preprint cover and number will be added by us.

In addition, please fill the attached preprint form, which confirms your consent to publish the article on our website and lets you specify the number of hard-copies you want to receive. The filled form should be signed and placed in the letter-box labeled "preprints", or transferred by traditional mail.

 

AttachmentSize
File preprint-eform.pdf39.2 KB

The MPIM preprint series

Posted in
To narrow the list of displayed items please fill the fields and press enter or apply. For instructions on preprint submission see here.
Preprintsort icon Author(s) Title Download(s)
1985-8
S. Haran
p-adic functions for modular forms over CM-fields

No files.

1985-40
J. Kramer
On the Linear independence of certain theta-series

No files.

1985-19
H. Esnault
H. Knörrer
Reflexive modules over rational double points

No files.

1985-51
U. Abresch
Constant mean curvature tori in terms of elliptic functions

No files.

1985-30
B. Gross
D. Zagier
Heegner points and derivatives of L-series

No files.

1985-63
T. Mabuchi
?

No files.

1985-9
J.C. Jantzen
Representations of Algebraic Groups I

No files.

1985-41
M. Yoshida
Orbifold-Uniformizing Differential Equation, I Absence of acessory parameters, III Arrangements defined by 3-dimensional primitive unitary reflection groups

No files.

1985-20
S. Ikeda
M. Herrmann
U. Orbanz
Testing the Cohen-Macaulay Property under blowing up

No files.

1985-52
I. Naruki
On a K3 Surface which is a ball quotient

No files.

1985-31
J. Antoniadis
Diedergruppe und Reziprozitätsgesetz

No files.

1985-64
C. Schmidt
The p-adic L-functions attached to Rankin convolutions of modular forms
pdf
1985-10
H. Urakawa
The first eigenvalue of the Laplacian of a positively curved homogeneous Riemannian manifold

No files.

1985-42
M. Min-Oo
E.A. Ruh
Curvature Deformation

No files.

1985-21
M.L. Fania
E. Sato
A.J. Sommese
On the structure of 4-folds with a Hyperplane section which is a $P^1$ bundle over a surface that fibres over a curve

No files.

1985-53
H. Knörrer
T. Miller
Topologische Typen reeller kubischer Flächen

No files.

1985-32
S. Markvorsen
On the Heat Kernel Comparison Theorems for Minimal Submanifolds

No files.

1985-65
J.-C. Hausmann
Every finite complex has the homology of a duality group

No files.

1985-11
J.D. McCarthy
U. Pinkall
Representing homology automorphisms of orientable surfaces

No files.

1985-43
A.N. Todorov
Every holomorphic symplectic manifold admits a Kähler metric

No files.

1985-22
M. Tadic
Unitary representations of general linear group over real complex field

No files.

1985-54
A. Assadi
Normally Linear Poincaré Complexes and equivariant Splittings

No files.

1985-1
O. Liess
Microlocality of the cauchy problem in inhomogeneous gevrey classes

No files.

1985-33
P. Slodowy
On the Geometry of Schubert Varieties attached to Kac-Moody

No files.

1985-66
M. Lorenz
$G_0$ and Goldie ranks of polycyclic group algebras

No files.

Publications of institute members and guests

Posted in
Publications in MPG Database

The publications of MPIM members and visitors are listed in the eDoc database of the Max Planck Society. This databse contains most of the peer-reviewed publications of institute members and guests since approximately 1997. If you notice any omissions please let us know. You can:

MPIM preprint series

The MPIM preprint series was established in 1983 shortly after the institute itself. You can:

Manifold Atlas Project

The mission of the Manifold Atlas is to empower and engage topologists, geometers, historians and philosophers to organize and create knowledge about manifolds and the study of manifolds. Here you can find more information about the project

 

© MPI f. Mathematik, Bonn Impressum
-A A +A
Syndicate content