Honors & Awards

  • Electrical and Computer Engineering Departmental Fellowship, University of California San Diego (2013-14)

Professional Education

  • Doctor of Philosophy, University of California San Diego, Electrical Engineering (Signal and Image Processing) (2018)
  • Master of Science, University of California San Diego, Electrical Engineering (Signal and Image Processing) (2015)
  • Bachelor of Technology, Indian Institute of Technology Guwahati, Electronics and Communication Engineering (2013)

Stanford Advisors

Current Research and Scholarly Interests

Development and implementation of advanced computational methods to investigate human brain functional organization and development

All Publications

  • Narrowband and Wideband Off-Grid Direction-of-Arrival Estimation via Sparse Bayesian Learning IEEE JOURNAL OF OCEANIC ENGINEERING Das, A., Sejnowski, T. J. 2018; 43 (1): 108–18
  • A Bayesian Sparse-Plus-Low-Rank Matrix Decomposition Method for Direction-of-Arrival Tracking IEEE SENSORS JOURNAL Das, A. 2017; 17 (15): 4894–4902
  • Peer-Reviewed Technical Communication-Coherent Multipath Direction-of-Arrival Resolution Using Compressed Sensing IEEE JOURNAL OF OCEANIC ENGINEERING Das, A., Hodgkiss, W. S., Gerstoft, P. 2017; 42 (2): 494-505
  • Interpretation of the Precision Matrix and Its Application in Estimating Sparse Brain Connectivity during Sleep Spindles from Human Electrocorticography Recordings NEURAL COMPUTATION Das, A., Sampson, A. L., Lainscsek, C., Muller, L., Lin, W., Doyle, J. C., Cash, S. S., Halgren, E., Sejnowski, T. J. 2017; 29 (3): 603-642


    The correlation method from brain imaging has been used to estimate functional connectivity in the human brain. However, brain regions might show very high correlation even when the two regions are not directly connected due to the strong interaction of the two regions with common input from a third region. One previously proposed solution to this problem is to use a sparse regularized inverse covariance matrix or precision matrix (SRPM) assuming that the connectivity structure is sparse. This method yields partial correlations to measure strong direct interactions between pairs of regions while simultaneously removing the influence of the rest of the regions, thus identifying regions that are conditionally independent. To test our methods, we first demonstrated conditions under which the SRPM method could indeed find the true physical connection between a pair of nodes for a spring-mass example and an RC circuit example. The recovery of the connectivity structure using the SRPM method can be explained by energy models using the Boltzmann distribution. We then demonstrated the application of the SRPM method for estimating brain connectivity during stage 2 sleep spindles from human electrocorticography (ECoG) recordings using an [Formula: see text] electrode array. The ECoG recordings that we analyzed were from a 32-year-old male patient with long-standing pharmaco-resistant left temporal lobe complex partial epilepsy. Sleep spindles were automatically detected using delay differential analysis and then analyzed with SRPM and the Louvain method for community detection. We found spatially localized brain networks within and between neighboring cortical areas during spindles, in contrast to the case when sleep spindles were not present.

    View details for DOI 10.1162/NECO_a_00936

    View details for Web of Science ID 000395564100003

    View details for PubMedID 28095202

    View details for PubMedCentralID PMC5424817

  • Theoretical and Experimental Comparison of Off-Grid Sparse Bayesian Direction-of-Arrival Estimation Algorithms IEEE ACCESS Das, A. 2017; 5: 18075–87