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Hewlett Teaching Center, 370 Serra Mall, Rm. 200 “Searching for Simplicity and Unity in the Complexity of Life: Cells to Cities, Companies to Ecosystems, Milliseconds to Millenia” Why do we stop growing, live for 100
years and sleep 8 hours a day? Why do all
companies (and people!) die whereas cities keep growing
and the pace of life continues to accelerate. Are
cities and companies "just" large organisms? How are
these questions related to innovation, wealth creation
and global sustainability? Life is very likely the most
complex phenomenon in the Universe manifesting an
extraordinary diversity of form and function over an
enormous range. Yet, many of its most fundamental and
complex properties scale with size in a remarkably
simple fashion: for example, metabolic rate (the 2000
food calories you need each day to stay alive) scales in
a systematically predictive way from cells to whales.
Similarly, time-scales, from lifespans to growth-rates,
and sizes, from genome lengths to tree heights, scale
systematically with size. These "universal" scaling
laws, which constrain much of the organization and
dynamics of life, are consequences of generic
mathematical properties of networks that sustain life at
all scales, such as circulatory systems of mammals,
tumors and forests. Cities and companies also exhibit
systematic scaling: wages, profits, patents, crime,
police, disease, pollution, gas stations and roads all
scale in an approximately "universal", predictive
fashion suggesting that hidden quantifiable principles
based on properties of social network dynamics govern
their generic structure and life history independent of
their individuality.
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Hewlett Teaching Center, 370 Serra Mall, Rm. 201 “Universal Scaling Laws from Cells to Cities: A Physicist's Search for Quantitative, Unified Theories of Biological and Social Structure and Dynamics” Many of the most challenging, exciting
and profound questions facing science and society, from
the origins of life to global sustainability, fall under
the banner of "complex adaptive systems.” This
talk explores how scaling can be used to begin to
develop physics-inspired quantitative, predictive,
coarse-grained theories for understanding their
structure, dynamics and organization based on underlying
mathematisable principles. Remarkably, most
physiological, organizational and life history phenomena
in biology and socio-economic systems scale in a simple
and "universal" fashion: metabolic rate scales
approximately as the 3/4-power of mass over 27 orders of
magnitude from complex molecules to the largest
organisms. Time-scales (such as lifespans and
growth-rates) and sizes (such as genome lengths and RNA
densities) scale with exponents which are typically
simple multiples of 1/4, suggesting that fundamental
constraints underlie much of the generic structure and
dynamics of living systems. These scaling laws follow
from dynamical and geometrical properties of
space-filling, fractal-like, hierarchical branching
networks, presumed optimized by natural selection. This
leads to a general framework that potentially captures
essential features of diverse systems including
vasculature, ontogenetic growth, cancer, aging and
mortality, sleep, cell size, and DNA nucleotide
substitution rates. Cities and companies also scale:
wages, profits, patents, crime, disease, pollution, road
lengths scale similarly across the globe, reflecting
underlying universal social network dynamics which point
to general principles of organization transcending their
individuality. These have dramatic implications for
global sustainability: innovation and wealth creation
that fuel social systems, left unchecked, potentially
sow the seeds for their inevitable collapse.
Tuesday 6pm Reception & 7pm Dinner (Ming's):
Register
by April 10 to attend dinner |
Robert
Hofstadter, winner of the 1961
Nobel
Prize, was one of the principal scientists who developed the
Compton Observatory, and a professor at Stanford University for
many years.
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