Grants for undergraduate research in computational neuroscience

The Division of Science is pleased once again to announce the availability of Traineeships for Undergraduates in Computational Neuroscience through a grant from the National Institute on Drug Abuse. Traineeships will commence in summer 2019 and run through the academic year 2019-20.

From former trainee Dahlia Kushinksy’s first-author paper published this month in Journal of Experimental Biology, “In vivo effects of temperature on the heart and pyloric rhythms in the crab, Cancer borealis”

Please apply to the program by February 27, 2019 at 6 pm to be considered.


Traineeships in Computational Neuroscience are intended to provide intensive undergraduate training in computational neuroscience for students interested in eventually pursuing graduate research. The traineeships will provide approximately $5000 in stipend to support research in the summer, and $3000 each for fall and spring semesters during the academic year. Current Brandeis sophomores and juniors (classes of ’20, ’21) may apply. To be eligible to compete for this program, you must

  • have a GPA > 3.0 in Div. of Science courses
  • have a commitment from a professor to advise you on a research project related to computational neuroscience
  • have a course work plan to complete requirements for a major in the Division of Science
  • complete some additional requirements
  • intend to apply to grad school in a related field.

Interested students should apply online (Brandeis login required). Questions may be addressed to Steven Karel <divsci at> or to Prof. Paul Miller.

Math graduate student training grant renewed

Mathematics Ph.D. students and faculty at Brandeis should be happy to learn that the department’s training grant from the US Dept. of Education’s Graduate Assistance in Areas of National Need (GAANN) program is being renewed for another three years. Training grants are a vital piece of the puzzle for supporting graduate education in the sciences, allowing Ph.D. students to focus on research.


New Computational Neuroscience Training Program

The National Institute on Drug Abuse has recently awarded Brandeis a pair of linked training grants to support student training in computational neuroscience. The program is unusual for NIH training grants in supporting both undergraduate and graduate student research. Funding for the program is approximately $1.8 million over the next five years.

Modeling a biconditional discrimination task, see Bourjaily & Miller, 2011

The program, directed by Professor Eve Marder, will support six Ph.D. students and six undergraduates (juniors or seniors) each year. Students must be working to fulfill an appropriate degree in the Division of Science at Brandeis, and must engaged in research in computational neuroscience. Said Marder,

We are extremely pleased to have received this grant, as it continues a long Brandeis tradition of integrating theory and experimental work in the neurosciences.  We are especially pleased to have the undergraduate component, as we know there are students who are interested in learning how to employ rigorous quantitative methods to study the brain.

Eligibility and program requirements to participate in the program will soon be available at the training grant website.

Some recent publications:

Bourjaily, M.A., and Miller, P. (2011). Synaptic plasticity and connectivity requirements to produce stimulus-pair specific responses in recurrent networks of spiking neurons. Plos Comput Biol 7, e1001091.

Piquado, T., Cousins, K.A., Wingfield, A., and Miller, P. (2010). Effects of degraded sensory input on memory for speech: Behavioral data and a test of biologically constrained computational models. Brain Res 1365, 48-65.

Berkes, P., Orban, G., Lengyel, M., and Fiser, J. (2011). Spontaneous cortical activity reveals hallmarks of an optimal internal model of the environment. Science 331, 83-87.

Grashow, R., Brookings, T., and Marder, E. (2010). Compensation for variable intrinsic neuronal excitability by circuit-synaptic interactions. J Neurosci 30, 9145-9156.

Geometry and Dynamics IGERT Awarded

Brandeis has just been awarded an NSF Integrative Graduate Education and Research Traineeship (IGERT) grant in the mathematical sciences.  The grant, titled Geometry and Dynamics: integrated education in the mathematical sciences, is designed to foster interdisciplinary research and education by and for graduate students across the mathematical and theoretical sciences, including chemistry, economics, mathematics, neuroscience, and physics.  It is structured around a number of themes common to these disciplines: complex dynamical systems, stochastic processes, quantum and statistical field theory; and geometry and topology. We believe that it is the first IGERT awarded for the theoretical (as opposed to laboratory) sciences, and are very excited about what we believe to be a highly novel program which will cement existing interdepartmental relationships and encourage exciting new collaborations in the mathematical sciences, including collaborations between the natural sciences and the International Business School (IBS).

The resolution of a singularity that develops along Ricci flow, understood mathematically by Grigori Perelman.  If the red manifold represents the target space of a string, it is conjectured that the corresponding two-dimensonal field theory describing the string undergoes confinement and develops a mass gap for the degrees of freedom corresponding to the singular regime.

The award, for $2,867,668 spread out over five years, provides funds for graduate student stipends, travel, seminar speakers, and interdisciplinary course development.  It contains activities and research opportunities in partnership with the New England Complex Systems Institute (NECSI) in Cambridge, MA.  It also provides opportunities for research internships at the International Center for the Theoretical Sciences in Bangalore.

The PIs on the grant are: Bulbul Chakraborty (Physics); Albion Lawrence (Physics: lead PI); Blake LeBaron (IBS); Paul Miller (Neuroscience); and Daniel Ruberman (Mathematics).  There are 11 additional affiliated Brandeis faculty across biology, chemistry, mathematics, neuroscience, physics, and psychology.  Contact Albion Lawrence ( for more information about the program.

Arrays of repulsively coupled Kuramoto oscillators on a triangular lattice organize into domains with opposite helicities in which phases of any three neighboring oscillators either increase or decrease in a given direction. Fig. (a) illustrates these two helicities in which cyan, ma- genta and blue vary in opposite directions. In Fig. (b), white and green regions represent domains of opposite helicities. The red regions indicate the frequency entrained oscillators, which are predominantly seen in the interior of the domains.

Admission to the program is handled through the Ph.D programs in the various disciplines:

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