T
Timo Hakulinen
Researcher at University of Helsinki
Publications - 241
Citations - 19556
Timo Hakulinen is an academic researcher from University of Helsinki. The author has contributed to research in topics: Cancer & Population. The author has an hindex of 73, co-authored 240 publications receiving 18561 citations. Previous affiliations of Timo Hakulinen include Karolinska University Hospital.
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Impacts of a population-based prostate cancer screening programme on excess total mortality rates in men with prostate cancer: a randomized controlled trial.
Pim J. van Leeuwen,Ries Kranse,Timo Hakulinen,Jonas Hugosson,Teuvo L.J. Tammela,Stefano Ciatto,Monique J. Roobol,Marco Zappa,Harry J. de Koning,Chris H. Bangma,Sue Moss,Anssi Auvinen,Fritz H. Schröder +12 more
TL;DR: In this paper, the effect of screening in terms of excess mortality in the European Randomized Study of Screening for Prostate Cancer (ERSPC) was assessed in a randomized trial.
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Modification of SAS macros for a more efficient analysis of relative survival rates.
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Period versus cohort modeling of up-to-date cancer survival.
Hermann Brenner,Timo Hakulinen +1 more
TL;DR: It is concluded that, although both modeling strategies have their merits and specific indications, period modeling of survival has distinct advantages for up‐to‐date and precise estimation of cancer survival in population‐based cancer survival studies.
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Relationship between occupation and lung cancer as analyzed by age and histologic type.
TL;DR: Of individual occupational groups, young farmers had a higher RR of small cell carcinoma than older farmers or other economically active young men, and Servicemen and repairmen in the metal industry had a high risk of epidermoid carcinoma.
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Substantial Overestimation of Standard Errors of Relative Survival Rates of Cancer Patients
Hermann Brenner,Timo Hakulinen +1 more
TL;DR: The authors use bootstrap analysis to empirically assess the random error of absolute and relative survival rates and compare the results with conventionally derived estimates of standard errors, concluding that conventional derivation may substantially overestimate standard errors for relative survival.