Difference between revisions of "Animations & Videos"
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The objective of this animation is to explain that such approach is relevant in many applications (biology, agronomy, toxicology, pharmacology,…) and to show a little bit more in detail an application in PK modeling. | The objective of this animation is to explain that such approach is relevant in many applications (biology, agronomy, toxicology, pharmacology,…) and to show a little bit more in detail an application in PK modeling. | ||
| − | {{ShowVideo|image=IntroductionPA.png|size=500px|video=http://team.inria.fr/popix/files/2012/01/Populations.swf | + | {{ShowVideo|image=IntroductionPA.png|size=500px|video=http://team.inria.fr/popix/files/2012/01/Populations.swf}} |
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| − | {{ShowVideo|image=IntroductionPK.png |size=500px|video=https://team.inria.fr/popix/files/2013/02/PKmodelling.swf | + | {{ShowVideo|image=IntroductionPK.png |size=500px|video=https://team.inria.fr/popix/files/2013/02/PKmodelling.swf }} |
Revision as of 12:07, 15 May 2013
Introduction to the population approach
The objective of this animation is to explain that such approach is relevant in many applications (biology, agronomy, toxicology, pharmacology,…) and to show a little bit more in detail an application in PK modeling.
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Introduction to PK modeling
This animation describes how complex biological phenomena can be approximated by simplified models represented by mathematical equations.
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The SAEM algorithm in practice
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