Friday, February 18, 2011: 8:00 AM
147A (Washington Convention Center )
The growth and form of a soft solid pose a range of problems that combine aspects of mathematics, physics and biology. I will discuss some examples of growth and form in the plant and animal world motivated by qualitative and quantitative biological observations. The problems include the shape of a freely growing pollen tube, the undulating fringes on a leaf or petal and the loops in the vertebrate gut. In each case, we will see how a combination of physical experiments, mathematical models and simple computations allow us to unravel the basis for the diversity and complexity of biological form, while suggesting a rich new lode of problems in geometry and analysis.
See more of: Growth and Form in Mathematics, Physics, and Biology
See more of: Emerging Science and Technology
See more of: Symposia
See more of: Emerging Science and Technology
See more of: Symposia
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