Publications
Estimating confidence intervals in predicted responses for oscillatory biological models. BMC SYSTEMS BIOLOGY. 7
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2013. Amplitude Metrics for Cellular Circadian Bioluminescence Reporters. BIOPHYSICAL JOURNAL. 107:2712-2722.
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2014. Quantifying Stochastic Noise in Cultured Circadian Reporter Cells. PLOS COMPUTATIONAL BIOLOGY. 11
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2015. Spatiotemporal separation of PER and CRY posttranslational regulation in the mammalian circadian clock. PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA. 111:2040-2045.
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2014. Modeling and maintaining multi-view data warehouses. CONCEPTUAL MODELING - ER'99. 1728:161-175.
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1999. Modeling the Drosophila melanogaster Circadian Oscillator via Phase Optimization. JOURNAL OF BIOLOGICAL RHYTHMS. 23:525-537.
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2008. Quantitative performance metrics for robustness in circadian rhythms. BIOINFORMATICS. 23:358-364.
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2007. Circadian Phase Resetting via Single and Multiple Control Targets. PLOS COMPUTATIONAL BIOLOGY. 4
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2008. A hybrid multiscale kinetic Monte Carlo method for simulation of copper electrodeposition. JOURNAL OF COMPUTATIONAL PHYSICS. 227:5184-5199.
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2008. An Algebraic Perspective on Multivariate Tight Wavelet Frames. CONSTRUCTIVE APPROXIMATION. 38:253-276.
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2013. Infinite dimensional models for perforated track electrodynamic magnetic levitation. IEEE CONFERENCE ON DECISION AND CONTROL - PROCEEDINGS. :842-847.
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2002. Deriving user interface requirements from densely interleaved scientific computing applications. :22-28.
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2003. Finite-Term Relations for Planar Orthogonal Polynomials. COMPLEX ANALYSIS AND OPERATOR THEORY. 1:447-456.
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2007. Bergman polynomials on an archipelago: Estimates, zeros and shape reconstruction. ADVANCES IN MATHEMATICS. 222:1405-1460.
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2009. On the equivalence between global recurrence and the existence of a smooth Lyapunov function for hybrid systems. SYSTEMS & CONTROL LETTERS. 88:54-61.
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2016. A stochastic hybrid algorithm for robust global almost sure synchronization on the circle: all-to-all communication. IEEE Conference on Decision and Control. :600-605.
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2013. A Krasovskii-LaSalle function based recurrence principle for a class of stochastic hybrid systems. :2310-2315.
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2014. A converse Lyapunov theorem for strong global recurrence. AUTOMATICA. 49:2963-2974.
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2013. A Matrosov theorem for strong global recurrence. AUTOMATICA. 49:3390-3395.
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2013. Discrete-time stochastic control systems: A continuous Lyapunov function implies robustness to strictly causal perturbations. AUTOMATICA. 49:2939-2952.
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2013. Recurrence Principles and Their Application to Stability Theory for a Class of Stochastic Hybrid Systems. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 61:3477-3492.
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2016. Robust global recurrence for a class of stochastic hybrid systems. NONLINEAR ANALYSIS-HYBRID SYSTEMS. 25:283-297.
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2017. Discrete-time stochastic control systems: examples of robustness to strictly causal perturbations. IEEE Conference on Decision and Control. :6403-6408.
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2013. Path-following for a class of nonlinear systems with unstable zero dynamics. IEEE Conference on Decision and Control. :4915-4920.
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2004. Hierarchical scene understanding exploiting automatically derived contextual data. Proceedings of SPIE. 7697
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2010.