Logo: Max Planck Institute for Biological Cybernetics
MPI for Biological Cybernetics
Dept. Schölkopf
Spemannstraße 38
72076 Tübingen
 
Telephone:  +49-7071-601-562
Telefax:  +49-7071-601-552
Room:  204
e-mail:  pgehler@tuebingen.mpg.de
 

 
 
 
  I have moved to ETH Zurich. My new webpage can be found here.

Infinitely many kernels

Automatic Kernel Selecion We present an algorithm (Infinite Kernel Learning,IKL) which is capable to learn linear combinations of kernels from very general classes. In fact these classes can be even infinite dimensional, e.g. all Gaussian kernels with p.d. covariance matrix. The algorithm solves a problem directly generalized from the Multiple Kernel Learning framework. project details.


ColorConstancy

Colour Constancy is the tendency to perceive surface color consistently, despite variations in ambient illumination. In this work we revisted the work on Bayesian Color Constancy and investigated the use of more precice reflectance priors. We collected a new dataset for Color Constancy consisting of different scenes, both indoor and outdoor taken under different illuminations. The code and the dataset are available online. project details.


ScratchOnSurface

Industrial Surface Inspection We have designed a method for detecting arbitrary defects in textured surfaces, for which we received the first prize at the 2007 DAGM competition on weakly supervised learning for industrial optical inspection. The code is available through Max Planck Innovation GmbH, Munich


MIL

Multiple Instance Learning is a learning framework which can cope with ambiguous data. Label information is not available on a data point level but rather for a bag of possibly more than one data point. We are designing learning algorithms which are able to cope with this ambiguity. We are also exploring how tasks such as object recognition or named entity recognition can be cast as MIL problems and solved within this framework. project details.


RAP

Rate Adapting Poisson Model for Information retrieval The Rate Adapting Poisson Model is an undirected probabilistic graphical model. It is designed to model count data by mapping it to a lower dimensional representation also understood as a topic representation. In experiments on benchmark text data we compare this model to its directed counterparts such as PLSI. project details.


Lena

Product of Edgeperts denoising. Product of Edgeperts are a probabilistic model for higher order dependencies of wavelet transformed images. We present an efficient denoising algorithm which yields state-of-the-art denoising results on a benchmark set of images. The algorithm is "blind" i.e. the parameters are estimated on the noisy version of an image alone. Matlab code and more can be found here: project details.


Grafik

Implicit Wiener Series for Higher-Order Image Analysis. The computation of classical higher-order statistics such as higher-order moments or spectra is difficult for images due to the huge number of terms to be estimated and interpreted. We propose an alternative approach in which multiplicative pixel interactions are described by a series of Wiener functionals. Since the functionals are estimated implicitly via polynomial kernels, the combinatorial explosion associated with the classical higher-order statistics is avoided (project details).


Code

Matlab Code and Datasets Here you can find several code snippets I wrote during several projects. You can find an implementation of pLSI, ePCA, and fast k-means clustering code code website.