# Publications

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Journal Articles
, A methodology for the development of discrete adjoint solvers using automatic differentiation tools, International Journal of Computational Fluid Dynamics, vol. 21, pp. 307-327, 2007.
Conference Papers
, Towards Aircraft Design Using an Automatic Discrete Adjoint Solver, in Proceedings of the 18th AIAA Computational Fluid Dynamics Conference, Miami, FL, 2007.
, Towards Aerodynamic Shape Optimization of an Oblique Wing Using the ADjoint Approach, in Proceedings of the CASI Conference, Toronto, ON, 2007.
, Stability-Constrained Aerodynamic Shape Optimization of Flying Wings, in Proceedings of the CASI Conference, Montreal, QC, 2011.
, A Discrete Adjoint Formulation for Stability Derivatives Using the ADjoint Approach, in Proceedings of the CASI Conference, Kanata, ON, 2009.
All
, Towards Aircraft Design Using an Automatic Discrete Adjoint Solver, Proceedings of the 18th AIAA Computational Fluid Dynamics Conference. Miami, FL, 2007.
, Towards Aerodynamic Shape Optimization of an Oblique Wing Using the ADjoint Approach, Proceedings of the CASI Conference. {T}oronto, {ON}, 2007.
L. Hascoët, TAPENADE: A tool for Automatic Differentiation of programs, Proceedings of 4$^{th}$ European Congress on Computational Methods, ECCOMAS'2004, Jyvaskyla, Finland. 2004.
, TAPENADE 2.1 User's Guide. INRIA, 2004.
, Stability-Constrained Aerodynamic Shape Optimization of Flying Wings, Proceedings of the CASI Conference. {M}ontreal, {QC}, 2011.
, Reducing Reverse-Mode Memory Requirements by Using Profile-Driven Checkpointing, Future Generation Comp. Syst., vol. 21. pp. 1380–1390, 2005.
, On the Performance of Discrete Adjoint CFD Codes using Automatic Differentiation, International Journal of Numerical Methods in Fluids, vol. 47. pp. 939-945, 2005.
K. Kubota, PADRE2 –- FORTRAN Precompiler for Automatic Differentiation and Estimates of Rounding Errors, Computational Differentiation: Techniques, Applications, and Tools. {SIAM}, Philadelphia, Pennsylvania, pp. 367–374, 1996.
S. Brown, OPRAD –- A Users Guide to the OPtima Reverse Automatic Differentiation Tool. Numerical Optimization Centre, University of Hertfordsshire, 1995.
M. Bartholomew-Biggs, OPFAD –- A Users Guide to the OPtima Forward Automatic Differentiation Tool. Numerical Optimization Centre, University of Hertfordsshire, 1995.
, A methodology for the development of discrete adjoint solvers using automatic differentiation tools, International Journal of Computational Fluid Dynamics, vol. 21. pp. 307-327, 2007.
, An Introduction to Tangent and Adjoint Mode Automatic Differentiation for Computational Fluid Dynamics. QUB School of Aeronautical Engineering, 2003.
, Improving Derivative Performance for CFD by Using Simplified Recurrences, Computational Differentiation: Techniques, Applications, and Tools. SIAM, Philadelphia, PA, pp. 343–351, 1996.
, The if-problem in automatic differentiation, Journal of Computational and Applied Mathematics, vol. 50. pp. 119–131, 1994.
, Fast AD Jacobians by compact LU factorization, {SIAM} Journal on Scientific Computing. 2007.
, Efficient Operator Overloading AD for Solving Nonlinear PDEs, Automatic Differentiation of Algorithms: From Simulation to Optimization. Springer, New York, NY, pp. 167–172, 2001.
, A Discrete Adjoint Formulation for Stability Derivatives Using the ADjoint Approach, Proceedings of the CASI Conference. {K}anata, {ON}, 2009.
, Automatic Differentiation of Advanced CFD Codes for Multidisciplinary Design, Journal on Computing Systems in Engineering, vol. 3. pp. 625–638, 1992.
, Automatic Differentiation of Advanced CFD Codes for Multidisciplinary Design. Mathematics and Computer Science Division, Argonne National Laboratory, Argonne, Ill., 1993.
, Automatic Differentiation in Direct and Reverse Modes: Application to Optimum Shapes Design in Fluid Mechanics, Computational Differentiation: Techniques, Applications, and Tools. SIAM, Philadelphia, PA, pp. 309–318, 1996.
, Algorithm 755: ADOL-C: a package for the automatic differentiation of algorithms written in C\slash C++, ACM Transactions on Mathematical Software, vol. 22. pp. 131–167, 1996.
, ADIFOR: Generating Derivative Codes from Fortran Programs, Scientific Programming, vol. 1. pp. 11–29, 1992.
, ADIFOR Exception Handling. Argonne Technical Memorandum, 1991.
, ADIFOR 3.0 Overview. Rice University, 2000.
, Adifor 2.0: automatic differentiation of Fortran 77 programs, Computational Science Engineering, IEEE, vol. 3. pp. 18–32, 1996.
, ADIC: an extensible automatic differentiation tool for ANSI-C, Software –- Practice and Experience, vol. 27. pp. 1427–1456, 1997.
C. A. Mader, ADjoint: An Approach for the Rapid Development of Discrete Adjoint Solvers. University of Toronto Institute for Aerospace Studies, {T}oronto, {ON}, 2007.
, AD01, a Fortran 90 Code for Automatic Differentiation. Rutherford Appleton Laboratory, Chilton, Didcot, Oxfordshire, OX11 OQX, U.K., 1998.