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- Felix Breuer, Martin Blaimer, Robin M. Heidemann, Matthias Müller, Mark A. Griswold, Peter M. Jakob
- Magnetic resonance in medicine
- 2005

In all current parallel imaging techniques, aliasing artifacts resulting from an undersampled acquisition are removed by means of a specialized image reconstruction algorithm. In this study a new approach termed "controlled aliasing in parallel imaging results in higher acceleration" (CAIPIRINHA) is presented. This technique modifies the appearance of… (More)

- Felix Breuer, Martin Blaimer, +4 authors Peter M. Jakob
- Magnetic resonance in medicine
- 2006

The CAIPIRINHA (Controlled Aliasing In Parallel Imaging Results IN Higher Acceleration) concept in parallel imaging has recently been introduced, which modifies the appearance of aliasing artifacts during data acquisition in order to improve the subsequent parallel imaging reconstruction procedure. This concept has been successfully applied to simultaneous… (More)

- Tim Hahn, Thomas Dresler, +7 authors Andreas J. Fallgatter
- NeuroImage
- 2009

According to the Reinforcement Sensitivity Theory (RST), Gray's dimension of impulsivity, reflecting human trait reward sensitivity, determines the extent to which stimuli activate the Behavioural Approach System (BAS). The potential neural underpinnings of the BAS, however, remain poorly understood. In the present study, we examined the association between… (More)

- Martin Blaimer, Felix Breuer, Matthias Müller, Robin M. Heidemann, Mark A. Griswold, Peter M. Jakob
- Topics in magnetic resonance imaging : TMRI
- 2004

Fast imaging methods and the availability of required hardware for magnetic resonance tomography (MRT) have significantly reduced acquisition times from about an hour down to several minutes or seconds. With this development over the last 20 years, magnetic resonance imaging (MRI) has become one of the most important instruments in clinical diagnosis. In… (More)

- Robin M. Heidemann, Özkan Özsarlak, +8 authors Peter M. Jakob
- European Radiology
- 2003

Since the 1980s, the implementation of fast imaging methods and dedicated hardware for MRI scanners has reduced the image acquisition time from nearly an hour down to several seconds and has therefore enabled a widespread use of MRI in clinical diagnosis. Since this development, the greatest incremental gain in imaging speed has been provided by the… (More)

- Felix Breuer, Peter Kellman, Mark A. Griswold, Peter M. Jakob
- Magnetic resonance in medicine
- 2005

Current parallel imaging techniques for accelerated imaging require a fully encoded reference data set to estimate the spatial coil sensitivity information needed for reconstruction. In dynamic parallel imaging a time-interleaved acquisition scheme can be used, which eliminates the need for separately acquiring additional reference data, since the signal… (More)

- Felix Breuer, Stephan A. R. Kannengiesser, Martin Blaimer, Nicole Seiberlich, Peter M. Jakob, Mark A. Griswold
- Magnetic resonance in medicine
- 2009

In this work a theoretical description for practical quantitative estimation of the noise enhancement in generalized autocalibrating partially parallel acquisitions (GRAPPA) reconstructions, equivalent to the geometry (g)-factor in sensitivity encoding for fast MRI (SENSE) reconstructions, is described. The GRAPPA g-factor is derived directly from the… (More)

- Mark A. Griswold, Martin Blaimer, Felix Breuer, Robin M. Heidemann, Matthias Müller, Peter M. Jakob
- Magnetic resonance in medicine
- 2005

In this article it is shown that GRAPPA reconstruction can be reformulated as a matrix operator, similar to ladder or propagator operators used in quantum mechanics, that shifts data in k-space. Using this formalism, it is shown that there exists an infinitesimal GRAPPA operator that shifts data in k-space by arbitrarily small amounts. Other desired k-space… (More)

Introduction: In volumetric parallel imaging, data reduction is carried out along two phase encoding directions, thereby exploiting sensitivity variations in two spatial dimensions and yielding improved parallel imaging reconstruction performance. In previous work, imagedomain based two-dimensional SENSE reconstruction methods have been presented for… (More)

- Felix Breuer, Raman Sanyal
- 2009

Given an oriented graph G, the modular flow polynomial φG(m) counts the number of nowhere-zero Zk-flows of G. We give a description of the modular flow polynomial in terms of (open) Ehrhart polynomials of lattice polytopes. Using Ehrhart-Macdonald reciprocity we give a combinatorial interpretation for the values of φG at negative arguments which answers a… (More)