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Analytical Chemistry|January 1, 2010
Estimation of migration-time and mobility distributions in organelle capillary electrophoresis with statistical-overlap theoryJoe M Davis, Edgar A ArriagaJournal of Chromatography. A|July 5, 2017
Orthogonality measurements for multidimensional chromatography in three and higher dimensional separationsMark R Schure, Joe M DavisJournal of Chromatography. A|September 5, 2015
Orthogonal separations: Comparison of orthogonality metrics by statistical analysisMark R Schure, Joe M DavisJournal of Chromatography. A|August 17, 2020
Simulation of elution profiles in liquid chromatography - IV: Experimental characterization and modeling of solute injection profiles from a modulation valve used in two-dimensional liquid chromatographyShelby L Weatherbee, Tyler Brau, Dwight R Stoll, et al.Journal of Chromatography. A|December 8, 2020
Improvements in the predictive accuracy of the hydrophobic subtraction model of reversed-phase selectivityDwight R Stoll, Tina A Dahlseid, Sarah C Rutan, et al.Journal of Chromatography. A|March 5, 2023
A Strategy for assessing peak purity of pharmaceutical peptides in reversed-phase chromatography methods using two-dimensional liquid chromatography coupled to mass spectrometry. Part II: Development of second-dimension gradient conditionsDwight R Stoll, Maria Sylvester, Melvin R Euerby, et al.Mabs|December 27, 2019
Rapid two-dimensional Protein-A size exclusion chromatography of monoclonal antibodies for titer and aggregation measurements from harvested cell culture fluid samplesZachary D Dunn, Jayesh Desai, Gabriel M Leme, et al.Analytical Chemistry|December 25, 2002
Quantitative study of concentration overload, peak asymmetry, and efficiency loss in micellar electrokinetic chromatographyKeith W Smith, Joe M DavisJournal of Chromatography. A|July 28, 2009
Evaluation of peak overlap in migration-time distributions determined by organelle capillary electrophoresis: Type-II error analogy based on statistical-overlap theoryJoe M Davis, Edgar A ArriagaJournal of Chromatography. A|November 18, 2011
The statistical overlap theory of chromatography using power law (fractal) statisticsMark R Schure, Joe M DavisPageof 12