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Stephanie Knox

Researcher at University of Technology, Sydney

Publications -  47
Citations -  2055

Stephanie Knox is an academic researcher from University of Technology, Sydney. The author has contributed to research in topics: Population & Health care. The author has an hindex of 22, co-authored 47 publications receiving 1940 citations. Previous affiliations of Stephanie Knox include Macquarie University & Australian Institute of Health and Welfare.

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Prevalence and patterns of multimorbidity in Australia.

TL;DR: The prevalence and patterns of multimorbidity in a sample of patients attending general practice, in the population who attended general practice in 2005, and in the Australian population are estimated.
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Time Trade-Off Derived EQ-5D Weights for Australia

TL;DR: The Australia-specific EQ-5D values generated were similar to those produced for a range of other countries, but the number of directly valued states allowed inclusion of more interaction effects, which increased the divergence between Australia's algorithm and other algorithms in the literature.
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Cultures of sexual adventurism as markers of HIV seroconversion: A case control study in a cohort of Sydney gay men

TL;DR: A case control analysis within an ongoing cohort study was used to examine differences between seroconverters and men who remained HIV-negative, indicating the importance of the social and cultural contexts of particular sexual practices and consequent HIV transmission.
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HIV treatments optimism and sexual behaviour among gay men in Sydney and Melbourne.

TL;DR: A significant relationship between UAIC and certain aspects of optimism in the context of new HIV treatments is revealed and there is a clear need for HIV and sexual health education programmes to clarify issues of viral load, new and drug resistant strains of HIV, and other infectious agents.
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Fitting the generalized multinomial logit model in Stata

TL;DR: In this article, the gmnl Stata command is described, which can be used to fit the generalized multinomial logit model and its special cases, and can also be used for generalization.