Publications

Found 611 results
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Daigle, Jr. BJ, Petzold LR, Niemi J, Roh MK.  2012.  Accelerated maximum likelihood parameter estimation for stochastic biochemical systems. BMC BIOINFORMATICS. 13
Petzold LR, Cao Y, Gillespie DT.  2005.  Accelerated stochastic simulation of the stiff enzyme-substrate reaction. JOURNAL OF CHEMICAL PHYSICS. 123
Petzold L, Cao Y.  2006.  Accuracy limitations and the measurement of errors in the stochastic simulation of chemically reacting systems. JOURNAL OF COMPUTATIONAL PHYSICS. 212:6-24.
Petzold L, Hellander A, Lawson MJ.  2015.  Accuracy of the Michaelis-Menten approximation when analysing effects of molecular noise. Journal of the Royal Society Interface. 12
Serban R, Li ST, Petzold LR.  2003.  Adaptive algorithms for optimal control of time-dependent partial differential-algebraic equation systems. INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING. 57:1457-1469.
Frazzoli E, Bullo F, Pavone M.  2011.  Adaptive and Distributed Algorithms for Vehicle Routing in a Stochastic and Dynamic Environment. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 56:1259-1274.
Fu J, Petzold LR, Wu S.  2015.  Adaptive deployment of model reductions for tau-leaping simulation. JOURNAL OF CHEMICAL PHYSICS. 142
Cao Y, Petzold LR, Gillespie DT.  2007.  Adaptive explicit-implicit tau-leaping method with automatic tau selection. JOURNAL OF CHEMICAL PHYSICS. 126
CHEN DG, PADEN B.  1993.  ADAPTIVE LINEARIZATION OF HYBRID STEP MOTORS - STABILITY ANALYSIS. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 38:874-887.
Li ST, Hyman JM, Petzold LR.  2003.  An adaptive moving mesh method with static rezoning for partial differential equations. COMPUTERS & MATHEMATICS WITH APPLICATIONS. 46:1511-1524.
PADEN BE, MORNINGRED JD, MELLICHAMP DA, SEBORG DE.  1992.  AN ADAPTIVE NONLINEAR PREDICTIVE CONTROLLER. CHEMICAL ENGINEERING SCIENCE. 47:755-762.
Srivastava V, Plarre K, Bullo F.  2011.  Adaptive Sensor Selection in Sequential Hypothesis Testing. :6284-6289.
LEGAL KJ, PHILLIPS SF, SEBORG DE.  1988.  ADAPTIVE-CONTROL STRATEGIES FOR ACHIEVING DESIRED TEMPERATURE PROFILES DURING PROCESS START-UP .1. MODEL DEVELOPMENT AND SIMULATION STUDIES. INDUSTRIAL & ENGINEERING CHEMISTRY RESEARCH. 27:1434-1443.
LEGAL KJ, PHILLIPS SF, SEBORG DE.  1988.  ADAPTIVE-CONTROL STRATEGIES FOR ACHIEVING DESIRED TEMPERATURE PROFILES DURING PROCESS START-UP .2. EXPERIMENTAL APPLICATION. INDUSTRIAL & ENGINEERING CHEMISTRY RESEARCH. 27:1443-1449.
Petzold L, Li ST, Cao Y.  2002.  Adjoint sensitivity analysis for differential-algebraic equations: algorithms and software. JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS. 149:171-191.
Petzold L, Cao Y, Li S, Serban R.  2003.  ADJOINT SENSITIVITY ANALYSIS FOR DIFFERENTIAL-ALGEBRAIC EQUATIONS: THE ADJOINT DAE SYSTEM AND ITS NUMERICAL SOLUTION. SIAM JOURNAL ON SCIENTIFIC COMPUTING. 24:1076-1089.
Petzold L, Li ST.  2004.  Adjoint sensitivity analysis for time-dependent partial differential equations with adaptive mesh refinement. JOURNAL OF COMPUTATIONAL PHYSICS. 198:310-325.
Hinshaw L, McCrady-Spitzer SK, Schiavon M, Kovatchev B, Dadlani V, Patek S, Doyle, III FJ, Brown SA, McElwee-Malloy M, Wakeman CA et al..  2015.  Adjustment of Open-Loop Settings to Improve Closed-Loop Results in Type 1 Diabetes: A Multicenter Randomized Trial. JOURNAL OF CLINICAL ENDOCRINOLOGY & METABOLISM. 100:3878-3886.
Hinshaw L, McCrady-Spitzer SK, Schiavon M, Kovatchev B, Dadlani V, Patek S, Doyle, III FJ, Brown SA, McElwee-Malloy M, Wakeman CA et al..  2015.  Adjustment of Open-Loop Settings to Improve Closed-Loop Results in Type 1 Diabetes: A Multicenter Randomized Trial. JOURNAL OF CLINICAL ENDOCRINOLOGY & METABOLISM. 100:3878-3886.
El-Samad H, Papachristodoulou A, Doyle J, Prajna S, Khammash M.  2006.  Advanced methods and algorithms for biological networks analysis. PROCEEDINGS OF THE IEEE. 94:832-853.
El-Samad H, Papachristodoulou A, Doyle J, Prajna S, Khammash M.  2006.  Advanced methods and algorithms for biological networks analysis. PROCEEDINGS OF THE IEEE. 94:832-853.
Stoeckler J, Scheiderer C, Charina M, Putinar M.  2013.  An Algebraic Perspective on Multivariate Tight Wavelet Frames. CONSTRUCTIVE APPROXIMATION. 38:253-276.
Scheiderer C, Stoeckier J, Charina M, Putinar M.  2015.  An algebraic perspective on multivariate tight wavelet frames. II. APPLIED AND COMPUTATIONAL HARMONIC ANALYSIS. 39:185-213.
Lasserre JBernard, Putinar M.  2015.  Algebraic-exponential Data Recovery from Moments. DISCRETE & COMPUTATIONAL GEOMETRY. 54:993-1012.
Petzold L, Buoni M.  2010.  An algorithm for simulation of electrochemical systems with surface-bulk coupling strategies. JOURNAL OF COMPUTATIONAL PHYSICS. 229:379-398.

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