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Dive into the research topics where James M. Parkhurst is active.

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Featured researches published by James M. Parkhurst.


Acta Crystallographica Section D-biological Crystallography | 2016

Diffraction‐geometry refinement in the DIALS framework

David G. Waterman; Graeme Winter; Richard J. Gildea; James M. Parkhurst; Aaron S. Brewster; Nicholas K. Sauter; Gwyndaf Evans

A comprehensive description of the methods used within the DIALS framework for diffraction-geometry refinement using predicted reflection centroids is given. Examples of the advanced features of the software are provided.


Acta Crystallographica Section D-biological Crystallography | 2014

New methods for indexing multi-lattice diffraction data

Richard J. Gildea; David G. Waterman; James M. Parkhurst; Danny Axford; Geoff Sutton; David I. Stuart; Nicholas K. Sauter; Gwyndaf Evans; Graeme Winter

A new indexing method is presented which is capable of indexing multiple crystal lattices from narrow wedges of data. The efficacy of this method is demonstrated with both semi-synthetic multi-lattice data and real multi-lattice data recorded from microcrystals of ∼1 µm in size.


Acta Crystallographica Section D Structural Biology | 2018

DIALS: implementation and evaluation of a new integration package

Graeme Winter; David G. Waterman; James M. Parkhurst; Aaron S. Brewster; Richard J. Gildea; Markus Gerstel; Luis Fuentes-Montero; M. Vollmar; Tara Michels-Clark; Iris D. Young; Nicholas K. Sauter; Gwyndaf Evans

A new X-ray diffraction data-analysis package is presented with a description of the algorithms and examples of its application to biological and chemical crystallography.


Journal of Applied Crystallography | 2014

dxtbx: the diffraction experiment toolbox

James M. Parkhurst; Aaron S. Brewster; Luis Fuentes-Montero; David G. Waterman; Johan Hattne; Alun Ashton; Nathaniel Echols; Gwyndaf Evans; Nicholas K. Sauter; Graeme Winter

A Python/C++ library for reading image data and experimental geometry for X-ray diffraction experiments from arbitrary data sources is presented.


Journal of Applied Crystallography | 2016

Robust background modelling in DIALS

James M. Parkhurst; Graeme Winter; David G. Waterman; Luis Fuentes-Montero; Richard J. Gildea; Garib N. Murshudov; Gwyndaf Evans

The application of a robust generalized linear model framework for the modelling of reflection backgrounds in X-ray diffraction images is described.


IUCrJ | 2017

Background modelling of diffraction data in the presence of ice rings

James M. Parkhurst; Andrea Thorn; Melanie Vollmar; Graeme Winter; David G. Waterman; Luis Fuentes-Montero; Richard J. Gildea; Garib N. Murshudov; Gwyndaf Evans

An algorithm for modelling the background of X-ray diffraction images in the presence of ice rings is presented.


Acta Crystallographica Section D Structural Biology | 2017

AUSPEX: a graphical tool for X-ray diffraction data analysis

Andrea Thorn; James M. Parkhurst; Paul Emsley; Robert A. Nicholls; M. Vollmar; Gwyndaf Evans; Garib N. Murshudov

AUSPEX is a new software tool for the statistical analysis of single-crystal X-ray diffraction data. It can be used to identify problems in the data resulting from the experiment itself, image processing, data scaling or conversion.


Acta Crystallographica Section D Structural Biology | 2018

Improving signal strength in serial crystallography with DIALS geometry refinement

Aaron S. Brewster; David G. Waterman; James M. Parkhurst; Richard J. Gildea; Iris D. Young; Lee J. O'Riordan; Junko Yano; Graeme Winter; Gwyndaf Evans; Nicholas K. Sauter

For XFEL data, simultaneous refinement of multi-panel detector geometry with thousands of crystal models in the program DIALS improves the integrated signal quality and helps to reduce non-isomorphism


Acta Crystallographica Section A | 2017

Maximum-likelihood methods in DIALS

James M. Parkhurst; Graeme Winter; David G. Waterman; Richard J. Gildea; Luis Fuentes-Montero; Garib N. Murshudov; Gwyndaf Evans

In macromolecular crystallography, integration programs such as DIALS (Waterman et al. 2013) are used to estimate the intensities of Bragg reflections recorded on a series of X-ray diffraction images. The reflection intensities are estimated using the following procedure. A model for the shape of the reflection profile is estimated from a set of strong reflections. This model is then applied to each reflection in order to estimate the size and shape of the reflection on the detector surface and to label each pixel as either foreground or background. The intensity of each reflection is then estimated (in the case of summation integration) by summing the total counts minus the estimated background counts in the foreground region. Since the background level under the reflection peak cannot be measured directly, it is estimated from the surrounding background pixels assuming a given model.


Acta Crystallographica Section A | 2017

Treatment of X-ray diffraction data at Diamond Light Source

James M. Parkhurst; Graeme Winter; Richard J. Gildea; Markus Gerstel; Karl Levik; I. Sikharulidze; Dave Hall; Katherine E. McAuley; Gwyndaf Evans; Alun Ashton

In any experimental discipline, raw data represents the source from which all discoveries are derived. A more strict interpretation in X-ray diffraction experiments may refer to this as primary data since any pixel counts will have been manipulated (e.g. analogue to digital conversion, dark current correction, interpolation of pixels etc.); however the fundamental idea remains: this is the closest it is possible to get to the original experimental measurements.

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Gwyndaf Evans

Laboratory of Molecular Biology

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David G. Waterman

Rutherford Appleton Laboratory

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Richard J. Gildea

Lawrence Berkeley National Laboratory

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Luis Fuentes-Montero

Autonomous University of Chihuahua

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Nicholas K. Sauter

Lawrence Berkeley National Laboratory

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Aaron S. Brewster

Lawrence Berkeley National Laboratory

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Garib N. Murshudov

Laboratory of Molecular Biology

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