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Open Peer Review

This article has Open Peer Review reports available.

How does Open Peer Review work?

Effectiveness of smoking cessation therapies: a systematic review and meta-analysis

BMC Public Health20066:300

DOI: 10.1186/1471-2458-6-300

Received: 11 August 2006

Accepted: 11 December 2006

Published: 11 December 2006

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Open Peer Review reports

Pre-publication versions of this article and author comments to reviewers are available by contacting info@biomedcentral.com.

Original Submission
11 Aug 2006 Submitted Original manuscript
Resubmission - Version 2
Submitted Manuscript version 2
25 Aug 2006 Reviewed Reviewer Report - Serena Tonstad
30 Aug 2006 Reviewed Reviewer Report - Tim Lancaster
19 Sep 2006 Author responded Author comments - Edward Mills
Resubmission - Version 3
19 Sep 2006 Submitted Manuscript version 3
2 Oct 2006 Reviewed Reviewer Report - Serena Tonstad
2 Nov 2006 Reviewed Reviewer Report - Julia Critchley
5 Dec 2006 Author responded Author comments - Edward Mills
Resubmission - Version 4
5 Dec 2006 Submitted Manuscript version 4
10 Dec 2006 Author responded Author comments - Edward Mills
Resubmission - Version 5
10 Dec 2006 Submitted Manuscript version 5
Publishing
11 Dec 2006 Editorially accepted
11 Dec 2006 Article published 10.1186/1471-2458-6-300

How does Open Peer Review work?

Open peer review is a system where authors know who the reviewers are, and the reviewers know who the authors are. If the manuscript is accepted, the named reviewer reports are published alongside the article. Pre-publication versions of the article and author comments to reviewers are available by contacting info@biomedcentral.com. All previous versions of the manuscript and all author responses to the reviewers are also available.

You can find further information about the peer review system here.

Authors’ Affiliations

(1)
Department of Clinical Epidemiology and Biostatistics, McMaster University
(2)
Department of Medicine, University of Toronto
(3)
Faculty of Health Sciences, Clinical Epidemiology & Biostatistics, HSC-2C12

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