Identification of a Recurrent t(4;6) Chromosomal Translocation in Prostate Cancer-Reference-Cited by-同舟云学术

Identification of a Recurrent t(4;6) Chromosomal Translocation in Prostate Cancer

Published:2007-05 Issue:5 Volume:177 Page:1907-1912
ISSN:0022-5347
Container-title:Journal of Urology
language:en
Short-container-title:Journal of Urology

Author:

Lane Tim M.¹,Strefford Jon C.¹,Yáñez-Muñoz Rafael J.¹,Purkis Patricia¹,Forsythe Elizabeth¹,Nia Tiffany¹,Hines John¹,Lu Yong-Jie¹,Oliver R. Tim¹

Affiliation:

1. Department of Medical Oncology, St. Bartholomew’s Hospital, Queen Mary Wesfield School of Medicine, London Hospital School of Medicine, Queen Mary University and Urology Department, Whipps Cross Hospital, London, United Kingdom

Publisher

Ovid Technologies (Wolters Kluwer Health)

Subject

Urology

Reference16 articles.

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2. A major locus for hereditary prostate cancer in Finland: localisation by linkage disequilibrium of a haplotype in the HPCX region;Baffoe-Bonnie;Hum Genet,2005

3. Linkage of prostate cancer susceptibility loci to chromosome 1;Xu;Hum Genet,2001

4. Truncating BRCA1 mutations are uncommon in a cohort of hereditary prostate cancer families with evidence of linkage to 17q markers;Zuhlke;Clin Cancer Res,2004

5. Evidence for a prostate cancer linkage to chromosome 20 in 159 hereditary prostate cancer families;Zheng;Hum Genet,2001

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1. Molecular Pathology and Diagnostics of Prostate Cancer;Molecular Pathology and Diagnostics of Cancer;2013-09-06

2. The identification of chromosomal translocation, t(4;6)(q22;q15), in prostate cancer;Prostate Cancer and Prostatic Diseases;2010-02-23

3. Widespread Immunity to Breast and Prostate Cancers is Predicted by a Novel Model that also Determines Sporadic and Hereditary Susceptible Population Sizes;Mathematical Modelling of Natural Phenomena;2010

4. Evidence that Natural Immunity to Breast Cancer and Prostate Cancer Exists in the Majority of Their Risk Populations Is Predicted by a Novel, Inherently Saturated, Ordered Mutation Model;Computational and Mathematical Methods in Medicine;2008