Mathematical Biology

Subject:

Mathematical Cell Biology Summer Course Student Lecture 7

Speaker:

Jia Guo

Date:

Wed, May 30, 2012

Location:

PIMS, University of British Columbia

Conference:

Mathematical Cell Biology Summer Course

Abstract:

Transport of early endosomes on microtubules

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Subject:

Mathematical Cell Biology Summer Course Student Lecture 6

Speaker:

Tenghu Wu

Date:

Wed, May 30, 2012

Location:

PIMS, University of British Columbia

Conference:

Mathematical Cell Biology Summer Course

Abstract:

Reaction diffusion patterns

Class:

Subject:

Mathematical Cell Biology Summer Course Student Lecture 5

Speaker:

May Ann Mata

Date:

Wed, May 30, 2012

Location:

PIMS, University of British Columbia

Abstract:

Glucose, Insulin, and beta cell dynamics

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Subject:

Mathematical Cell Biology Summer Course Student Lecture 4

Speaker:

Laura Liao

Date:

Wed, May 30, 2012

Location:

PIMS, University of British Columbia

Abstract:

Positional information and gradients

Class:

Subject:

Mathematical Cell Biology Summer Course Student Lecture 3

Speaker:

Meghan Dutot

Date:

Wed, May 30, 2012

Location:

PIMS, University of British Columbia

Conference:

Mathematical Cell Biology Summer Course

Abstract:

Local Pulse Analysis applied to polarization models

Class:

Subject:

Mathematical Cell Biology Summer Course Student Lecture 2

Speaker:

Rebecca Hiller

Date:

Wed, May 30, 2012

Location:

PIMS, University of British Columbia

Conference:

Mathematical Cell Biology Summer Course

Abstract:

Spindle Assembly checkpoint

Class:

Subject:

From Computer Graphics to Computational Biology

Speaker:

Francois Faure

Date:

Tue, May 29, 2012

Location:

PIMS, University of British Columbia

Conference:

Mathematical Cell Biology Summer Course

Abstract:

Student talk 1

Class:

Subject:

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On growth and form: geometry, physics and biology

Speaker:

Lakshminarayanan Mahadevan

Date:

Thu, May 24, 2012

Location:

PIMS, University of British Columbia

Conference:

2012 Niven Lecture

Abstract:

The diversity of form in living beings led Darwin to state that it is "enough to drive the sanest man mad". How can we describe this variety? How can we predict it? Motivated by biological observations on different scales from molecules to tissues, I will show how a combination of biological and physical experiments, mathematical models and simple computations allow us to begin to unravel the physical basis for morphogenesis.

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