Stephen F. Cauley
Harvard University
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Publication
Featured researches published by Stephen F. Cauley.
Magnetic Resonance in Medicine | 2014
Berkin Bilgic; Audrey P. Fan; Jonathan R. Polimeni; Stephen F. Cauley; Marta Bianciardi; Elfar Adalsteinsson; Lawrence L. Wald; Kawin Setsompop
To enable fast reconstruction of quantitative susceptibility maps with total variation penalty and automatic regularization parameter selection.
Magnetic Resonance in Medicine | 2014
Stephen F. Cauley; Jonathan R. Polimeni; Himanshu Bhat; Lawrence L. Wald; Kawin Setsompop
Controlled aliasing techniques for simultaneously acquired echo‐planar imaging slices have been shown to significantly increase the temporal efficiency for both diffusion‐weighted imaging and functional magnetic resonance imaging studies. The “slice‐GRAPPA” (SG) method has been widely used to reconstruct such data. We investigate robust optimization techniques for SG to ensure image reconstruction accuracy through a reduction of leakage artifacts.
Magnetic Resonance in Medicine | 2015
Berkin Bilgic; Borjan Gagoski; Stephen F. Cauley; Audrey P. Fan; Jonathan R. Polimeni; P. Ellen Grant; Lawrence L. Wald; Kawin Setsompop
To introduce the wave‐CAIPI (controlled aliasing in parallel imaging) acquisition and reconstruction technique for highly accelerated 3D imaging with negligible g‐factor and artifact penalties.
Journal of Magnetic Resonance Imaging | 2014
Berkin Bilgic; Itthi Chatnuntawech; Audrey P. Fan; Kawin Setsompop; Stephen F. Cauley; Lawrence L. Wald; Elfar Adalsteinsson
We introduce L2‐regularized reconstruction algorithms with closed‐form solutions that achieve dramatic computational speed‐up relative to state of the art L1‐ and L2‐based iterative algorithms while maintaining similar image quality for various applications in MRI reconstruction.
NeuroImage | 2016
Qiuyun Fan; Thomas Witzel; Aapo Nummenmaa; Koene R.A. Van Dijk; John D. Van Horn; Michelle K. Drews; Leah H. Somerville; Margaret A. Sheridan; Rosario M. Santillana; Jenna Snyder; Trey Hedden; Emily E. Shaw; Marisa Hollinshead; Ville Renvall; Boris Keil; Stephen F. Cauley; Jonathan R. Polimeni; M. Dylan Tisdall; Randy L. Buckner; Van J. Wedeen; Lawrence L. Wald; Arthur W. Toga; Bruce R. Rosen
The MGH-USC CONNECTOM MRI scanner housed at the Massachusetts General Hospital (MGH) is a major hardware innovation of the Human Connectome Project (HCP). The 3T CONNECTOM scanner is capable of producing a magnetic field gradient of up to 300 mT/m strength for in vivo human brain imaging, which greatly shortens the time spent on diffusion encoding, and decreases the signal loss due to T2 decay. To demonstrate the capability of the novel gradient system, data of healthy adult participants were acquired for this MGH-USC Adult Diffusion Dataset (N=35), minimally preprocessed, and shared through the Laboratory of Neuro Imaging Image Data Archive (LONI IDA) and the WU-Minn Connectome Database (ConnectomeDB). Another purpose of sharing the data is to facilitate methodological studies of diffusion MRI (dMRI) analyses utilizing high diffusion contrast, which perhaps is not easily feasible with standard MR gradient system. In addition, acquisition of the MGH-Harvard-USC Lifespan Dataset is currently underway to include 120 healthy participants ranging from 8 to 90 years old, which will also be shared through LONI IDA and ConnectomeDB. Here we describe the efforts of the MGH-USC HCP consortium in acquiring and sharing the ultra-high b-value diffusion MRI data and provide a report on data preprocessing and access. We conclude with a demonstration of the example data, along with results of standard diffusion analyses, including q-ball Orientation Distribution Function (ODF) reconstruction and tractography.
SIAM Journal on Matrix Analysis and Applications | 2014
Yuanzhe Xi; Jianlin Xia; Stephen F. Cauley; Venkataramanan Balakrishnan
We present some superfast (
IEEE Transactions on Medical Imaging | 2016
Bo Zhao; Kawin Setsompop; Huihui Ye; Stephen F. Cauley; Lawrence L. Wald
O((m+n)\log^{2}(m+n))
Magnetic Resonance in Medicine | 2015
Stephen F. Cauley; Kawin Setsompop; Dan Ma; Yun Jiang; Huihui Ye; Elfar Adalsteinsson; Mark A. Griswold; Lawrence L. Wald
complexity) and stable structured direct solvers for
Magnetic Resonance in Medicine | 2016
Huihui Ye; Dan Ma; Yun Jiang; Stephen F. Cauley; Yiping Du; Lawrence L. Wald; Mark A. Griswold; Kawin Setsompop
m\times n
Nature | 2018
Bo Zhu; Jeremiah Z. Liu; Stephen F. Cauley; Bruce R. Rosen; Matthew S. Rosen
Toeplitz least squares problems. Based on the displacement equation, a Toeplitz matrix