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G. C. TIAO, N. R. DRAPER, Bayesian analysis of liner models with two random components with special referance to the balanced incomplete block design, Biometrika, Volume 55, Issue 1, March 1968, Pages 101–117, https://doi.org/10.1093/biomet/55.1.101
In this paper we consider liner models which contain two random components and enable representation of general designs with block effects random. We show how, within a Bayesian framework, to combine the intra-and inter-block information about the location parameters. The balanced incomplete block design, an important special case, is considered in detail and illustrated by an example. A simple approximation to the marginal distribution of an individual contrast is also presented and illustrated.

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Corrigendum No.3104 dt.07.12.2018 referance to the Advertisement No-2951 Dt 22.11.2018 of Zilla Swasthya Samiti, Angul
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References:

http://academic.oup.com/biomet/article-abstract/55/1/101/262846
http://www.onguard.com/faq/referance-cases/
http://angul.nic.in/notice/corrigendum-no-3104-dt-07-12-2018-referance-to-the-advertisement-no-2951-dt-22-11-2018-of-zilla-swasthya-samiti-angul/
http://www.drupal.org/project/1216584/issues/2032847
http://journals.ieeeauthorcenter.ieee.org/create-your-ieee-journal-article/authoring-tools-and-templates/tools-for-ieee-authors/ieee-article-templates/

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