Publications

Found 48 results
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Fitzpatrick SP, SIMONS S.  2001.  The conjugates, compositions and marginals of convex functions. JOURNAL OF CONVEX ANALYSIS. 8:423-446.
FISHER DG, SEBORG DE.  1979.  EXPERIENCE WITH EXPERIMENTAL APPLICATIONS OF MULTIVARIABLE COMPUTER CONTROL. JOURNAL OF DYNAMIC SYSTEMS MEASUREMENT AND CONTROL-TRANSACTIONS OF THE ASME. 101:108-116.
FISHER DG, IWAI Z, SEBORG DE.  1985.  REDUCED-ORDER, MULTIVARIABLE MODELS WITH PURE TIME DELAYS. AICHE JOURNAL. 31:229-236.
Fisher SK, Lewis GP, Byun J, Verardo MR, Manjunath B.S, Sumengen B.  2006.  Automated tool for the detection of cell nuclei in digital microscopic images: Application to retinal images. MOLECULAR VISION. 12:949-960.
Filitchkin P, Byl K.  2012.  Feature-Based Terrain Classification For LittleDog. IEEE International Conference on Intelligent Robots and Systems. :1387-1392.
Fick R.HJ, Roeder A.HK, Fedorov D., Manjunath B.S.  2013.  SIMULTANEOUS CELL TRACKING AND IMAGE ALIGNMENT IN 3D CLSM IMAGERY OF GROWING ARABIDOPSIS THALIANA SEPALS. IEEE International Symposium on Biomedical Imaging. :914-917.
Feng Y, A Abbadi E, Agrawal D, Metwally A.  2004.  Range CUBE: Efficient cube computation by exploiting data correlation. IEEE International Conference on Data Engineering. :658-669.
Feng Y, Li HG, A Abbadi E, Agrawal D.  2005.  Exploiting temporal correlation in temporal data warehouses. DATABASE SYSTEMS FOR ADVANCED APPLICATIONS, PROCEEDINGS. 3453:662-674.
Feinstein SC, Manjunath B.S, Jordan MAnn, Altinok A, Ventimiglia D, Gaylord MR, Kiris E, Sargin ME, Rose K, Wilson L.  2011.  Combinatorial Tau Pseudophosphorylation MARKEDLY DIFFERENT REGULATORY EFFECTS ON MICROTUBULE ASSEMBLY AND DYNAMIC INSTABILITY THAN THE SUM OF THE INDIVIDUAL PARTS. JOURNAL OF BIOLOGICAL CHEMISTRY. 286:14257-14270.
Feinstein SC, Wilson L, Manjunath B.S, Altinok A, Kiris E, Rose K, Peck AJ.  2007.  Model based dynamics analysis in live cell microtubule images. BMC CELL BIOLOGY. 8
Fedkiw R, Min C, Gibou F.  2013.  High Resolution Sharp Computational Methods for Elliptic and Parabolic Problems in Complex Geometries. JOURNAL OF SCIENTIFIC COMPUTING. 54:369-413.
Fedkiw R, Gibou F.  2005.  A fourth order accurate discretization for the Laplace and heat equations on arbitrary domains, with applications to the Stefan problem. JOURNAL OF COMPUTATIONAL PHYSICS. 202:577-601.
Fardad M, Bamieh B.  2005.  The Nyquist stability criterion for a class of spatially periodic systems. IEEE CONFERENCE ON DECISION AND CONTROL - PROCEEDINGS. :5275-5280.
Fardad M, Bamieh B.  2006.  On stability and the spectrum determined growth condition for spatially periodic systems. IEEE Conference on Decision and Control. :3956-3961.
Fardad M, Bamieh B.  2008.  Perturbation methods in stability and norm analysis of spatially periodic systems. SIAM JOURNAL ON CONTROL AND OPTIMIZATION. 47:997-1021.
Fardad M, Bamieh B.  2009.  A Necessary and Sufficient Frequency Domain Criterion for the Passivity of SISO Sampled-Data Systems. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 54:611-614.
Fardad M, Bamieh B.  2008.  An extension of the argument principle and Nyquist criterion to a class of systems with unbounded generators. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 53:379-384.
Fardad M, Bamieh B, Jovanovic MR.  2008.  Frequency Analysis and Norms of Distributed Spatially Periodic Systems. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 53:2266-2279.
Fagiano L, Khammash M, Bamieh B, Huynh K.  2014.  On Sensor Fusion for Airborne Wind Energy Systems. IEEE TRANSACTIONS ON CONTROL SYSTEMS TECHNOLOGY. 22:930-943.
Fagiano L, Teel AR.  2013.  Generalized terminal state constraint for model predictive control. AUTOMATICA. 49:2622-2631.
Fagiano L, Morari M, Khammash M, Zgraggen AU.  2014.  Automatic Crosswind Flight of Tethered Wings for Airborne Wind Energy: Modeling, Control Design, and Experimental Results. IEEE TRANSACTIONS ON CONTROL SYSTEMS TECHNOLOGY. 22:1433-1447.
Fagiano L., Novara C., Khammash M..  2011.  On the guaranteed accuracy of Polynomial Chaos Expansions. :728-733.
Fagiano L, Khammash M.  2012.  Simulation of stochastic systems via polynomial chaos expansions and convex optimization. PHYSICAL REVIEW E. 86

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