J H Gillespie
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Explore the profile of J H Gillespie including associated specialties, affiliations and a list of published articles.
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138
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1889
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Recent Articles
11.
Long M, Gillespie J
J Mol Evol
. 1991 Jan;
32(1):6-15.
PMID: 1901369
This paper is concerned with the divergence of synonymous codon usage and its bias in three homologous genes within vertebrate species. Genetic distances among species are described in terms of...
12.
13.
Gillespie J
Theor Popul Biol
. 1990 Feb;
37(1):91-109.
PMID: 2326769
This paper provides a theoretical description of the distribution of the number of mutations that separate alleles that are held in a population by balancing selection. Two models of nucleotide...
14.
Schlafer D, Gillespie J, Foote R, Quick S, Pennow N, Dougherty E, et al.
Dtsch Tierarztl Wochenschr
. 1990 Feb;
97(2):68-72.
PMID: 2155769
Three experimental approaches were used to study transmission of blue tongue (BT), infectious bovine rhinotracheitis (IBR) and bovine virus diarrhoea (BVD) viruses. These were insemination with contaminated semen, experimental infection...
15.
Gillespie J, Schlafer D, Foote R, Quick S, Dougherty E, Schiff E, et al.
Dtsch Tierarztl Wochenschr
. 1990 Feb;
97(2):65-8.
PMID: 2107070
The ability of seven cytopathic strains of bovine viruses to adhere to the zona pellucida of six-to-eight day-old bovine embryos were compared. Embryos were exposed to virus by placing them...
16.
Gillespie J
Mol Biol Evol
. 1989 Nov;
6(6):636-47.
PMID: 2488476
Recent efforts to estimate the index of dispersion [R(t)] of molecular evolution-i.e., the ratio of the variance in the number of substitutions on a lineage to the mean number-have suffered...
17.
Gillespie J, Turelli M
Genetics
. 1989 Jan;
121(1):129-38.
PMID: 17246488
Genotype-environment interactions may be a potent force maintaining genetic variation in quantitative traits in natural populations. This is shown by a simple model of additive polygenic inheritance in which the...
18.
Gillespie J
Genome
. 1989 Jan;
31(1):311-5.
PMID: 2591738
A model of molecular evolution is presented that is based on the combined action of natural selection, genetic drift, and mutation. The mathematical description of the model uses strong-selection, weak-mutation...
19.
20.
Gillespie J, Menk E, Middaugh R
Anesth Analg
. 1987 Dec;
66(12):1316-7.
PMID: 3688504
No abstract available.