Towards a quality framework for localized FC relaxometry

Non peer reviewedPublisher PD

Accelerated Field‐Cycling MRI using the Keyhole Technique

Peer reviewedPublisher PD

Calibration of a Fast Field Cycling Relaxometer for Ultra-Low Field Measurements of T1-Dispersion

Non peer reviewedPublisher PD

Rental Home Sweet Home: The Disparate Impact Solution for Renters Evicted from Residential Foreclosures

At the end of the last decade, a drastic spike in residential foreclosures brought unprecedented attention to the damage that mass foreclosure often brings to primarily low-income, minority–majority communities. Much of this attention—in both the media and in the legal arena—has been devoted to homeowners disadvantaged by predatory loans and other unsavory practices. However, a recent body of scholarship has shown that the brunt of mass foreclosure often falls on renters, who often have little or no procedural protection from speedy and unexpected eviction from their homes, regardless of lease status or tenure. This Note argues that the Supreme Court’s recent decision to affirm disparate impact liability under the Fair Housing Act provides a promising but unexplored legal hook to challenge these mass eviction practices and ensure meaningful protections for tenants in foreclosed properties

Correction of environmental magnetic fields for the acquisition of Nuclear magnetic relaxation dispersion profiles below Earth’s field

V.Z. acknowledges funding from EPSRC under grant number EP/J500045/1, “A UK Magnetic Resonance Basic Technology Centre for Doctoral Training”. Aspects of the work were funded by EPSRC grant EP/K020293/1, “Zero-Field MRI to Enhance Diagnosis of Neurodegeneration”. This project has also received funding from the European Union’s Horizon 2020 research and innovation program under grant agreement No 668119, project “IDentIFY”. The authors are grateful to Mr. G.P. Ashcroft and Dr. W. Mathieson for providing access to the biological samples used.Peer reviewedPublisher PD

Rapid Field-Cycling MRI using Fast Spin-Echo

The author acknowledges funding from the EPSRC through the Centre for Doctoral Training in Integrated Magnetic Resonance.Non peer reviewedPublisher PD

Mapping spaces in Quasi-categories

We apply the Dwyer-Kan theory of homotopy function complexes in model categories to the study of mapping spaces in quasi-categories. Using this, together with our work on rigidification from [DS1], we give a streamlined proof of the Quillen equivalence between quasi-categories and simplicial categories. Some useful material about relative mapping spaces in quasi-categories is developed along the way