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Soft Math Lab

@Mahadevan_Lab

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Always at a junction ...

Cambridge, MA
Joined December 2014
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@Mahadevan_Lab
Soft Math Lab
3 months
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@Mahadevan_Lab
Soft Math Lab
2 years
Articulating Paper cuts into art forms Tells stories quietly. For more, see https://t.co/hXAfqC3yBh
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@Mahadevan_Lab
Soft Math Lab
2 years
and now onto bodies - starting with the experimental exploration of vertebrate gastrulation modes: https://t.co/fSZwIOmU2u, and continuing by recreating a gastrulation morphospace:
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science.org
Manipulation of mesendoderm territory and cell behavior recreates distinct vertebrate gastrulation morphologies in the chick.
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@Mahadevan_Lab
Soft Math Lab
2 years
At last we are at the beginning! Linking natural history and natural philosophy, an evolutionary approach to developmental questions starts with the ... egg (which did come before the chick!):
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@Mahadevan_Lab
Soft Math Lab
2 years
"It is not birth, marriage or death, but gastrulation which is truly the most important time in your life'," said Lewis Wolpert. Can one create a gastrulation phase-diagram linking natural history and natural philosophy?... see
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seas.harvard.edu
Researchers show how changes in cellular activity can drive changes in embryonic development
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@Mahadevan_Lab
Soft Math Lab
2 years
Shining steelpan songs, 2d xylophone rhythms, sunsets on islands! Localization landscapes for elliptic operators -> confined eigenmodes -> melodious percussion! Read https://t.co/rUqj7G1usR or hear https://t.co/a2gpqCVAaq
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@Mahadevan_Lab
Soft Math Lab
2 years
What is the cognitive basis for visual image categorization into small/large, animate/inanimate, faces/places etc.? Robustness -> invariant measures combining geometry + statistics -> contour curvature histograms that are neurally plausible! For more, see https://t.co/iO77jXdKWb
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@Mahadevan_Lab
Soft Math Lab
2 years
Continuing the story of growth, form, and function of avian beaks, linking natural history to natural philosophy, from finches to honeycreepers ... https://t.co/SuCQBTeFLS
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@Mahadevan_Lab
Soft Math Lab
2 years
In multi-agent societies, excessive cooperation -> senescence/aging, while excessive competition -> cheating/cancer. So is there an optimal level of competition to delay (the inevitability of) aging? Yes! For more, see https://t.co/hgCy8XlImM
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@Mahadevan_Lab
Soft Math Lab
2 years
Tenure Track position in Harvard Organismic and Evolutionary Biology - focus on Evolution, including experimental, theoretical, or computational approaches - details here
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@Mahadevan_Lab
Soft Math Lab
2 years
Tenure Track positions in (i) Harvard Physics - foci include Theory of Soft/Living Matter, Quantum Information Theory - details here https://t.co/eFsSnNdxKz (ii) Harvard Applied Math - foci include Generative AI, Deep Learning - details here https://t.co/wypp8OGMWZ
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@Mahadevan_Lab
Soft Math Lab
2 years
Artists and scientists of different minds, Studied coiling jets of similar kinds, In helices and spirals they'd both prance, Via a fluidically reinforced romance, Writing and painting through learning that binds. For more, see https://t.co/vbP1f46WIi
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@Mahadevan_Lab
Soft Math Lab
3 years
Postdoc position. Aim: Quantify consumption and waste production in a 450 person residential community. Approach: design/deploy sensors, statistical analysis and math modeling, outreach. Goal: guiding policy for climate change adaptation. Apply here
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@Mahadevan_Lab
Soft Math Lab
3 years
Physical intelligence? Emergence of cooperative excavation in ants and r(obotic)ants follows from simple local rules and a malleable environment that is a dynamic communication channel. See
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elifesciences.org
Observations of ant excavation from a confining corral, along with theoretical models and synthetic robot experiments show the emergence of cooperation induced by pheromones in a malleable environm...
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@Mahadevan_Lab
Soft Math Lab
4 years
A saw bent into a J sounds dull. But shape it into an S and it can sing! Why? Because of an inflection line in curvature associated with broken (inversion) symmetry - leading to topologically protected modes. For more, see here
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pnas.org
The common handsaw can be converted into a bowed musical instrument capable of producing exquisitely sustained notes when its blade is appropriatel...
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@Mahadevan_Lab
Soft Math Lab
4 years
Brushing a hair curl links topology, geometry, mechanics and some pain (hopefully not too much!). A minimal model of the process is that of a single tine combing a double helix. For more, see https://t.co/81z5ZJDhui
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@Mahadevan_Lab
Soft Math Lab
4 years
How can one reconfigure a compact planar shape into another ? And do so without changing any lengths/angles? Kirigami shows a new way ... and also solves an old problem by cutting a circle to square it. See https://t.co/hmA1AUXGBS
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@Mahadevan_Lab
Soft Math Lab
4 years
Simple neutrally stable structures can be stitched together into assemblies to create (almost) any shape - totimorphs! See https://t.co/TLAbGvg8Ku and https://t.co/b6hy9d4UC5
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