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Dive into the research topics where Maxine Merrington is active.

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Featured researches published by Maxine Merrington.


Annals of Human Genetics | 1965

The relative positions of the chromosomes in the human cell in mitosis

D. E. Barton; F. N. David; Maxine Merrington

In a recent paper on the positions of the sex chromosomes in the human cell in mitosis ( I


Annals of Human Genetics | 1964

DISTANCES WHICH INVOLVE SATELLITED CHROMOSOMES IN METAPHASE PREPARATIONS.

Maxine Merrington; L. S. Penrose

164) we gave a method of analysis depending on the counts of the chromosome centromeres lying outside a given circle. If there are N chromosomes with (si,yi) the co-ordinates of the centromere of the ith chromosome (i = 1,2, . , , N ) referred to any arbitrary pair of axes we may plot these points as a centromere diagram.


Biometrika | 1943

TABLES OF PERCENTAGE POINTS OF THE INVERTED BETA (F) DISTRIBUTION

Maxine Merrington; Catherine M. Thompson; E. S. Pearson

Investigations of distance measurements between centromeres of human chromosomes in metaphase photographs show that there is a general tendency for homologous pairs to lie closer to one another than would be expected on the hypothesis of random arrangement. In the present analysis no significant divergence from random arrangement of their distances was found for the specific pairs nos. 1, 2 and 3. However, there is strong evidence that the groups of large and small acrocentrics tend to lie closer to one another than would be expected on the random hypothesis. The distances between no. 1 and nos. 21 or 22 chromosomes were not found to be significantly less than expected.


Biometrika | 1946

TABLES FOR TESTING THE HOMOGENEITY OF A SET OF ESTIMATED VARIANCES

Catherine M. Thompson; Maxine Merrington


Biometrika | 1942

TABLE OF PERCENTAGE POINTS OF THE t-DISTRIBUTION

Maxine Merrington


Biometrika | 1958

AN APPROXIMATION TO THE DISTRIBUTION OF NON-CENTRAL t

Maxine Merrington; E. S. Pearson


Annals of Human Genetics | 1963

Numerical analysis of chromosome patterns

D. E. Barton; F. N. David; Maxine Merrington


Biometrika | 1941

vi) Numerical approximations to the percentage points of the x2 distribution

Maxine Merrington


Biometrika | 1960

Tables for the solution of the exponential equation, exp (-a)+ka= 1

D. E. Barton; F. N. David; Maxine Merrington


Biometrika | 1948

2×2 TABLES; THE POWER FUNCTION OF THE TEST ON A RANDOMIZED EXPERIMENT

E. S. Pearson; Maxine Merrington

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E. S. Pearson

University College London

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D. E. Barton

University College London

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F. N. David

University College London

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L. S. Penrose

University College London

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F. N. David

University College London

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