Surya Ganguli
I am currently a fellow of the
Sloan-Swartz Center for Theoretical Neurobiology
in the
Keck Center
at
UCSF. I am also supported by a career award
from the Burroughs Wellcome Fund Interfaces in Science Program.
During my time as a Sloan-Swartz fellow, I have enjoyed extended stays at
several centers and institutions and, in addition to UCSF, I am especially grateful to:
Before joining UCSF I did my PhD in string theory with
Petr Horava
in the
Berkeley Center for Theoretical Physics
and the
Theory Group
at the
Lawrence Berkeley National Laboratory.
And before this sojourn in the world of strings, I spent my time as an undergrad at
MIT
studying electrical engineering and computer science
(EECS),
mathematics and
physics.
For more detailed information,
please see my resume
or this list of classes.
Although during my graduate work I played around with black holes, eleven dimensions,
and little loops of string, I am now more fascinated
by the world of biology which is full of incredible amounts of data
but a relative paucity of theoretical frameworks within which to
interpret and understand this data. The situation is quite the
opposite in string theory where beautiful frameworks abound and data
is sparse. My new interests span the gamut of theoretical questions
in neuroscience and systems biology, and I am involved in several
different projects which are in various stages of being written up.
Please see my materials below for more information on these projects.
Recent Projects:
The Information Geometry of Survey Propagation.
Abstract
Learning and memory in an exactly solvable stochastic spiking network.
Abstract
Slides
Memory Traces in Dynamical Systems
Paper
Supplemental
One dimensional dynamics of attention and decision making in area LIP.
Paper
Supplemental
Function Constrains Network Architecture and Dynamics: A Case Study on the Yeast Cell Cycle Boolean Network. Paper
Here are my string theory publications:
Boundary Scattering in 1+1 Dimensions as an Aharanov-Bohm Effect.
Twisted Six Dimensional Gauge Theories on Tori, Matrix Models,
and Integrable Systems.
Holographic Protection of Chronology in Universes of the Godel Type.
Here is the first chapter of my PhD thesis, which summarizes
the above work, and gives an introduction to the very
important holographic principle:
Geometry from Algebra: The Holographic Emergence
of Spacetime in String Theory.
Here is my undergraduate thesis, done at the
Center for Theoretical Physics
at MIT, with Professor Michel Baranger as my advisor:
Quantum Mechanics on Phase Space: Geometry and
Motion of the Wigner Distribution.
Here are some papers written for physics and mathematics coursework
at Berkeley:
Noncommutative Algebras from Geometric Quantization
via Symplectic Groupoids.
Introduction to Solitons and their Quantization.
The Entropy of Black holes in M-theory.
Here are some articles I wrote for the
World of Physics encyclopedia as
a consultant for the Gale Group.
And finally, here are some articles I wrote for the
World of Computer Science
encyclopedia: