John M. Ennis, Ph.D.
Affiliations: | 2004 | University of California, Santa Barbara, Santa Barbara, CA, United States |
Area:
Differential GeometryGoogle:
"John Ennis"Parents
Sign in to add mentor| Guofang Wei | grad student | 2004 | UC Santa Barbara | |
| (On the universal cover of the Gromov -Hausdorff limit of manifolds with Ricci curvature bounded below.) | ||||
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Publications
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| Ennis JM, Christensen R. (2015) A Thurstonian comparison of the Tetrad and Degree of Difference tests Food Quality and Preference. 40: 263 |
| Ennis JM, Rousseau B, Ennis DM. (2014) Sensory difference tests as measurement instruments: A review of recent advances Journal of Sensory Studies. 29: 89-102 |
| Christensen RHB, Ennis JM, Ennis DM, et al. (2014) Paired preference data with a no-preference option - Statistical tests for comparison with placebo data Food Quality and Preference. 32: 48-55 |
| Ennis JM, Christensen RHB. (2014) Precision of measurement in Tetrad testing Food Quality and Preference. 32: 98-106 |
| Jesionka V, Rousseau B, Ennis JM. (2014) Transitioning from proportion of discriminators to a more meaningful measure of sensory difference Food Quality and Preference. 32: 77-82 |
| Garcia K, Ennis JM, Prinyawiwatkul W. (2013) Reconsidering the Specified Tetrad Test Journal of Sensory Studies. 28: 445-449 |
| Rousseau B, Ennis JM. (2013) Importance of correct instructions in the tetrad test Journal of Sensory Studies. 28: 264-269 |
| Ennis DM, Ennis JM. (2013) Mapping hedonic data: A process perspective Journal of Sensory Studies. 28: 324-334 |
| Ennis JM. (2013) The year of the tetrad test Journal of Sensory Studies. 28: 257-258 |
| Ennis JM. (2013) A thurstonian analysis of the two-out-of-five test Journal of Sensory Studies. 28: 297-310 |