Difference between revisions of "Case Studies/A mathematical way to think about biology"

From Creative Commons
Jump to: navigation, search
(Overview)
(Motivations)
 
(6 intermediate revisions by the same user not shown)
Line 1: Line 1:
 
{{Case Study
 
{{Case Study
|Description=Video tutorial series to help researchers, clinicians, patient advocates, and the public learn about mathematical thinking at the interface of the physical sciences and biology, released under a Creative Commons Attribution-Share Alike license.
+
|Description=Video tutorials to help researchers, clinicians, and patient advocates learn about mathematical thinking at the interface between the physical sciences and biology, released under a Creative Commons Attribution-Share Alike license.
 
|Mainurl=http://qbio.lookatphysics.com
 
|Mainurl=http://qbio.lookatphysics.com
 
|Author=David Liao
 
|Author=David Liao
Line 10: Line 10:
 
|Country=global
 
|Country=global
 
|Quote=Excellent site for both basic and advanced lessons on applying mathematics to biology
 
|Quote=Excellent site for both basic and advanced lessons on applying mathematics to biology
|Quote_Attribution=Tweeted by the National Cancer Institute Office of Physical Sciences-Oncology (2013 Feb 20)
+
|Quote_Attribution=Tweeted by the National Cancer Institute Office of Physical Sciences-Oncology [https://twitter.com/NCIPhySci/status/304250851193655296]
 
|Image_Header=http://wiki.creativecommons.org/images/4/45/LookatphysicsHeader.png
 
|Image_Header=http://wiki.creativecommons.org/images/4/45/LookatphysicsHeader.png
|Image_attribution=David Liao
+
|Image_attribution=Screenshot of lookatphysics.com (David Liao)
 
|Image_license=http://creativecommons.org/licenses/by-sa/3.0/
 
|Image_license=http://creativecommons.org/licenses/by-sa/3.0/
 
}}
 
}}
Line 19: Line 19:
 
In 2009, the National Cancer Institute began funding the Physical Sciences-Oncology Network to bring physical scientists and biologists together to look at cancer in new ways [http://physics.cancer.gov].  To fully realize the potential benefit of this network, investigators must accomplish more than simply continuing the development of measurement technologies. Moore et al. have commented that previous "contributions [i.e. x-rays, PET, and MRI] leverage the technology development aspect from the physical sciences . . . but not other important aspects like methodology, practices and thought processes. What is different about the NCI’s PS-OC Program is the conviction that unique physical sciences and engineering approaches and principles can be integrated . . . in cancer research to yield a more fundamental understanding of the disease" [http://iopscience.iop.org/1478-3975/8/1/010302].
 
In 2009, the National Cancer Institute began funding the Physical Sciences-Oncology Network to bring physical scientists and biologists together to look at cancer in new ways [http://physics.cancer.gov].  To fully realize the potential benefit of this network, investigators must accomplish more than simply continuing the development of measurement technologies. Moore et al. have commented that previous "contributions [i.e. x-rays, PET, and MRI] leverage the technology development aspect from the physical sciences . . . but not other important aspects like methodology, practices and thought processes. What is different about the NCI’s PS-OC Program is the conviction that unique physical sciences and engineering approaches and principles can be integrated . . . in cancer research to yield a more fundamental understanding of the disease" [http://iopscience.iop.org/1478-3975/8/1/010302].
  
One of these physical sciences "thought processes" is quantitative reasoning. Resources for developing this skill currently include introductory courses in quantitative biology. For example, Los Alamos National Laboratories hosts the invaluable q-Bio summer school [http://q-bio.org]. However, mathematical prerequisites for these courses remain a challenge for investigators trained in many life sciences fields.  
+
One of these physical sciences "thought processes" is quantitative reasoning. Resources for developing this skill currently include introductory courses in quantitative biology. For example, Los Alamos National Laboratories hosts the invaluable q-Bio summer school [http://q-bio.org]. However, mathematical prerequisites for these courses remain a difficulty for investigators trained in many life sciences fields.  
  
 
''A mathematical way to think about biology'' was developed to help address this challenge. The website is a collection of video tutorials to help biologists, clinicians, and patient advocates prepare for courses in quantitative biology [http://qbio.lookatphysics.com]. The purpose of these videos is to provide familiarity with introductory topics often presented in quantitative biology courses and confidence to actively learn the more sophisticated concepts that are developed from these foundations.
 
''A mathematical way to think about biology'' was developed to help address this challenge. The website is a collection of video tutorials to help biologists, clinicians, and patient advocates prepare for courses in quantitative biology [http://qbio.lookatphysics.com]. The purpose of these videos is to provide familiarity with introductory topics often presented in quantitative biology courses and confidence to actively learn the more sophisticated concepts that are developed from these foundations.
Line 25: Line 25:
 
To ensure broadest delivery of this resource, the slides and videos are made available under a CC BY-SA license.   
 
To ensure broadest delivery of this resource, the slides and videos are made available under a CC BY-SA license.   
  
David Liao is a physicist by training (PhD, Princeton) in the Physical Sciences-Oncology Network.
+
The videos are produced by David Liao, a physicist (PhD, Princeton) in the Physical Sciences-Oncology Network.
  
 
== License Usage ==
 
== License Usage ==
Line 33: Line 33:
 
== Motivations ==
 
== Motivations ==
  
Current open access initiatives in research achieve "technical" openness.  Journal articles are available for viewing without charge.  To achieve actual openness, however, knowledge cannot merely be uploaded as a mass of text and images to a public repository.  The know-how to peruse it with ease must also be broadly distributed.  Releasing the video tutorials series under CC BY-SA is my way of communicating that this knowledge belongs to everyone.
+
Current open access initiatives require journal articles to be accessible free of charge after an embargo period.  These mandates achieve "technical" openness.  Achieving a more practical openness, however, requires more than uploading a record of research reports to a public repository of overwhelming walls of text and figures.  The know-how to peruse scientific literature with ease must also be broadly distributed.  It is preferable to release ''both'' software ''and'' underlying system libraries under GPL.  Speaking loosely along the same lines of sentiment, it is likewise preferable to release, as free cultural works, ''both'' scientific literature ''and'' the instructional materials by virtue of which that literature becomes readable.  Releasing the video tutorials under a CC BY-SA license communicates that the mathematical know-how described in these videos is a public good.
  
 
== Impact of the Creative Commons ==
 
== Impact of the Creative Commons ==
  
One of the videos is derived significantly from a research journal article.  I wanted to ask them under what licenses I could release the video.  A decade ago, this would have required a long email explaining copyleft.  Owing to educational outreach by the Creative Commons (and allied efforts by the Free Software Foundation, Wikipedia, and the Public Library of Science), awareness of copyleft principles has greatly increased.  This made it easy for the journal and me to refer to different licenses according to their abbreviated CC names (they granted permission to release the video under CC BY-SA).
+
One of the videos in the series derives significantly from a research journal article.  The author wanted to ask the journal under what licenses he could release the video.  A decade ago, this would have required a long email explaining copyleft.  Owing to educational outreach by the Creative Commons (and allied efforts by the Free Software Foundation, Wikipedia, and the Public Library of Science), awareness of free culture principles has greatly increased.  This made it easy to refer to different licenses according to their abbreviated CC names during discussion with the journal (the journal granted permission to release the video under CC BY-SA).

Latest revision as of 16:02, 28 March 2013


License Used
unspecified
Media
MovingImage
2011
Tags
math,science,physics,biology,physical biology,physical oncology, OER, education
Translations

.


Evaluation Information.png
Page Importance:
Page Quality:
Video tutorials to help researchers, clinicians, and patient advocates learn about mathematical thinking at the interface between the physical sciences and biology, released under a Creative Commons Attribution-Share Alike license.

Excellent site for both basic and advanced lessons on applying mathematics to biology — Tweeted by the National Cancer Institute Office of Physical Sciences-Oncology [1]

Overview

In 2009, the National Cancer Institute began funding the Physical Sciences-Oncology Network to bring physical scientists and biologists together to look at cancer in new ways [2]. To fully realize the potential benefit of this network, investigators must accomplish more than simply continuing the development of measurement technologies. Moore et al. have commented that previous "contributions [i.e. x-rays, PET, and MRI] leverage the technology development aspect from the physical sciences . . . but not other important aspects like methodology, practices and thought processes. What is different about the NCI’s PS-OC Program is the conviction that unique physical sciences and engineering approaches and principles can be integrated . . . in cancer research to yield a more fundamental understanding of the disease" [3].

One of these physical sciences "thought processes" is quantitative reasoning. Resources for developing this skill currently include introductory courses in quantitative biology. For example, Los Alamos National Laboratories hosts the invaluable q-Bio summer school [4]. However, mathematical prerequisites for these courses remain a difficulty for investigators trained in many life sciences fields.

A mathematical way to think about biology was developed to help address this challenge. The website is a collection of video tutorials to help biologists, clinicians, and patient advocates prepare for courses in quantitative biology [5]. The purpose of these videos is to provide familiarity with introductory topics often presented in quantitative biology courses and confidence to actively learn the more sophisticated concepts that are developed from these foundations.

To ensure broadest delivery of this resource, the slides and videos are made available under a CC BY-SA license.

The videos are produced by David Liao, a physicist (PhD, Princeton) in the Physical Sciences-Oncology Network.

License Usage

The slide decks and video tutorials are individually released under a Creative Commons Attribution-Share Alike license.

Motivations

Current open access initiatives require journal articles to be accessible free of charge after an embargo period. These mandates achieve "technical" openness. Achieving a more practical openness, however, requires more than uploading a record of research reports to a public repository of overwhelming walls of text and figures. The know-how to peruse scientific literature with ease must also be broadly distributed. It is preferable to release both software and underlying system libraries under GPL. Speaking loosely along the same lines of sentiment, it is likewise preferable to release, as free cultural works, both scientific literature and the instructional materials by virtue of which that literature becomes readable. Releasing the video tutorials under a CC BY-SA license communicates that the mathematical know-how described in these videos is a public good.

Impact of the Creative Commons

One of the videos in the series derives significantly from a research journal article. The author wanted to ask the journal under what licenses he could release the video. A decade ago, this would have required a long email explaining copyleft. Owing to educational outreach by the Creative Commons (and allied efforts by the Free Software Foundation, Wikipedia, and the Public Library of Science), awareness of free culture principles has greatly increased. This made it easy to refer to different licenses according to their abbreviated CC names during discussion with the journal (the journal granted permission to release the video under CC BY-SA).