Search Results - "BELL, B. C."

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  1. 1

    Onychomycosis associated with Onychocola canadensis: Ten case reports and a review of the literature by Gupta, Aditya K., Horgan-Bell, Caroline B., Summerbell, Richard C.

    “…Background: Onychocola canadensis is a nondermatophyte mold associated with onychomycosis particularly in temperate climates (eg, Canada, New Zealand, and…”
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  2. 2

    The effect of Sn–VO defect clustering on Zr alloy corrosion by Bell, B.D.C., Murphy, S.T., Grimes, R.W., Wenman, M.R.

    Published in Corrosion science (15-08-2018)
    “…Density functional theory simulations were used to study Sn defect clusters in the oxide layer of Zr-alloys. Clustering was shown to play a key role in the…”
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  3. 3

    A Role for Iron in an Ancient Carbonic Anhydrase by Tripp, Brian C., Bell, Caleb B., Cruz, Francisco, Krebs, Carsten, Ferry, James G.

    Published in The Journal of biological chemistry (20-02-2004)
    “…Since 1933, carbonic anhydrase research has focused on enzymes from mammals (α class) and plants (β class); however, two additional classes (γ and δ) were…”
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  4. 4

    Discrimination, signal detection, and estimation for Weibull-type Poisson processes by Lee, S.M., Bell, C.B., Mason, A.L.

    Published in IEEE transactions on information theory (01-05-1988)
    “…Discrimination, signal detection, and estimation in the context of Weibull-type nonhomogeneous Poisson processes are considered for four different sampling…”
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  5. 5

    A SPACE-TIME COUPLED p-VERSION LEAST SQUARES FINITE ELEMENT FORMULATION FOR UNSTEADY TWO-DIMENSIONAL NAVIER-STOKES EQUATIONS by BELL, B. C., SURANA, K. S.

    “…This paper presents a p‐version least squares finite element formulation for two‐dimensional unsteady fluid flow described by Navier–Stokes equations where the…”
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    The effect of Nb on the corrosion and hydrogen pick-up of Zr alloys by Bell, B.D.C., Murphy, S.T., Grimes, R.W., Wenman, M.R.

    Published in Acta materialia (15-06-2017)
    “…Zr-Nb alloys are known to perform better in corrosion and hydrogen pick-up than other Zr alloys but the mechanism by which this happens is not well understood…”
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  8. 8

    Mutual Information and Maximal Correlation as Measures of Dependence by Bell, C. B.

    Published in The Annals of mathematical statistics (01-06-1962)
    “…Rényi [19] gives a set of seven postulates which a measure of dependence for a pair of random variables should satisfy. Of the dependence measures considered…”
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  9. 9

    The influence of alloying elements on the corrosion of Zr alloys by Bell, B.D.C., Murphy, S.T., Burr, P.A., Comstock, R.J., Partezana, J.M., Grimes, R.W., Wenman, M.R.

    Published in Corrosion science (01-04-2016)
    “…•Sc, Sb, Nb and Sn in Zr-alloys were studied by DFT models and autoclave corrosion.•All elements were shown to form substitutional Zr defects in t-ZrO2.•Sc…”
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  10. 10

    A Characterization of Multisample Distribution-Free Statistics by Bell, C. B.

    Published in The Annals of mathematical statistics (01-06-1964)
    “…It has been observed [1], [3] that in the one-sample case the distribution-free statistics in common usage are both SDF (strongly distribution-free) and of the…”
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  11. 11

    Some Basic Theorems of Distribution-Free Statistics by Bell, C. B.

    Published in The Annals of mathematical statistics (01-03-1964)
    “…The object of this article is the analysis of the concept of distribution-freeness. In Section 2 the common types of distribution-free (DF) statistics are…”
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  12. 12

    Maximal Independent Stochastic Processes by Bell, C. B.

    Published in The Annals of mathematical statistics (01-09-1961)
    “…This paper concerns the following problem posed by R. Pyke (1958). What is the cardinality, Mk, of the maximal family of stochastically independent random…”
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  13. 13

    On the Structure of Distribution-Free Statistics by Bell, C. B.

    Published in The Annals of mathematical statistics (01-09-1960)
    “…Let X1, X2, ⋯, Xnbe a sample of a one-dimensional random variable X which has the continuous cumulative probability function (cpf) F. It has been observed that…”
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  14. 14

    Understanding the role of Fe, Cr and Ni in Zircaloy-2 with special focus on the role of Ni on hydrogen pickup by Than, Y.R., Grimes, R.W., Bell, B.D.C., Wenman, M.R.

    Published in Journal of nuclear materials (01-03-2020)
    “…Ni as an alloying addition in Zircaloy leads to an increase in hydrogen pick-up fraction. Atomic scale simulations of tetragonal ZrO2, based on density…”
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  15. 15

    Confirmation of K11 and K17 as alleles in the Kell blood group system by Sabo, B, McCreary, J, Gellerman, M, Stroup, M, Neale, S P, Bell, C B

    Published in Vox sanguinis (01-01-1975)
    “…Tests of three new unrelated K:-11 people and their relatives confirm that K11 is allelic to K17 (Wka) and belongs to the Kell system…”
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  16. 16

    Bivariate Symmetry Tests: Parametric and Nonparametric by Bell, C. B., Haller, H. Smith

    Published in The Annals of mathematical statistics (01-02-1969)
    “…In testing whether a treatment has an effect or not, the experimenter is often obliged to use the same subjects for control and treated groups. In such a case…”
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    Comparison of chestnut canker treatment procedures for hypovirus introduction by Bell, B C, Double, M L

    Published in Phytopathology (01-06-2005)
    “…Hypovirulent inoculum of Cryphonectria parasitica historically has been introduced into cankers on American chestnut by inoculating wounds made to the canker…”
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  19. 19

    Some New Distribution-Free Statistics by Bell, C. B., Doksum, K. A.

    Published in The Annals of mathematical statistics (01-02-1965)
    “…For the two-sample problem, Wilcoxon [21], Fisher and Yates [6], Terry [19], Hoeffding [10], Hodges and Lehmann [8], Savage [17], Chernoff and Savage [3],…”
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  20. 20

    Distribution-Free Tests of Independence by Bell, C. B., Doksum, K. A.

    Published in The Annals of mathematical statistics (01-04-1967)
    “…The object of this article is to characterize the family of all distribution-free (DF) tests of independence, and those subfamilies which are optimal for…”
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