Niall Shanks

Niall Shanks’s Followers (10)

member photo
member photo
member photo
member photo
member photo
member photo
member photo
member photo
member photo
member photo

Niall Shanks


Born
in Cheshire, The United Kingdom
January 18, 1959

Died
July 13, 2011


January 18, 1959—July 13, 2011



http://ncse.com/news/2011/09/niall-sh...
...more

Average rating: 4.02 · 452 ratings · 23 reviews · 9 distinct works
God, the Devil, and Darwin:...

by
really liked it 4.00 avg rating — 398 ratings — published 2003 — 10 editions
Rate this book
Clear rating
Why Intelligent Design Fail...

by
3.81 avg rating — 58 ratings — published 2004 — 8 editions
Rate this book
Clear rating
FAQs About the Use of Anima...

by
4.86 avg rating — 7 ratings — published 2009 — 2 editions
Rate this book
Clear rating
Brute Science: Dilemmas of ...

by
4.67 avg rating — 6 ratings — published 1997 — 11 editions
Rate this book
Clear rating
Animal Models in Light of E...

3.67 avg rating — 3 ratings — published 2009 — 4 editions
Rate this book
Clear rating
Idealization IX

liked it 3.00 avg rating — 1 rating — published 1998
Rate this book
Clear rating
Animals and Science: A Guid...

0.00 avg rating — 0 ratings — published 2002 — 2 editions
Rate this book
Clear rating
Logic, Probability and Scie...

by
0.00 avg rating — 0 ratings
Rate this book
Clear rating
Brute Science:Dilemmas Animal

by
0.00 avg rating — 0 ratings
Rate this book
Clear rating
More books by Niall Shanks…
Quotes by Niall Shanks  (?)
Quotes are added by the Goodreads community and are not verified by Goodreads. (Learn more)

“If a functional gene becomes a pseudogene, its product will no longer be available to the biochemical pathways in which it formerly participated. The transformation of a gene to a pseudogene will not have catastrophic consequences if the biochemical pathways in which its product formerly participated are redundantly complex—other products can take over the role of the missing product. Perhaps not as efficiently, but efficiency is something that can be improved by selection. In this way, redundant scaffolding can be reduced, ultimately to the point where a system or pathway is irreducibly complex.”
Niall Shanks