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[1-8]
| Order by:
[Title],
[Author],
[Editor],
[Year] |
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Oscar García
A System for the Differentiation of Fortran Code and an Application to Parameter Estimation in Forest Growth Models
Automatic Differentiation of Algorithms: Theory, Implementation, and Application, SIAM,
1991 |
not yet classified
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Oscar García
Modelling stand development with stochastic differential equations
Mensuration for Management Planning of Exotic Forest Plantations, New Zealand Forest Service, FRI Symposium No. 20,
1979 |
not yet classified
|
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Oscar García
A stochastic differential equation model for the height growth of forest stands
Article in
Biometrics, 1983 |
not yet classified
|
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F. Schreier, S. Gimeno Garcia, P. Hedelt, M. Hess, J. Mendrok, M. Vasquez, J. Xu
GARLIC - A General Purpose Atmospheric Radiative Transfer Line-by-Line Infrared-Microwave Code: Implementation and Evaluation
Article in
J. Quant. Spectrosc. and Radiat. Transfer, 2014 |
Application Area:
Physics, Atmospheric radiative transfer
Tools:
TAPENADE
|
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Gimeno Garcia, S. , F. Schreier, G. Lichtenberg, S. Slijkhuis
Near infrared nadir retrieval of vertical column densities: methodology and application to SCIAMACHY
Article in
Atmos. Meas. Tech., 2011 |
Application Area:
Physics, Atmospheric remote sensing
Tools:
TAPENADE
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Alfonso Callejo, Sri Hari Krishna Narayanan, de Jalon, Javier Garcia, Boyana Norris
Performance of automatic differentiation tools in the dynamic simulation of multibody systems
Article in
Advances in Engineering Software, 2014 |
Application Area:
Multibody Systems
Tools:
ADIC
|
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F. Schreier, S. Gimeno Garc\'ia, M. Vasquez, J. Xu
Algorithmic vs. finite difference Jacobians for infrared atmospheric radiative transfer
Article in
J. Quant. Spectrosc. & Radiat. Transfer VOLUME = 164, 2015 |
Application Area:
Atmospheric radiative transfer, Atmospheric remote sensing, Radiation, Remote Sensing
Tools:
TAPENADE
Theory & Techniques:
Tangent
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Andres M. Aguirre-Mesa, Manuel J. Garcia, Harry Millwater
MultiZ: A Library for Computation of High-Order Derivatives Using Multicomplex or Multidual Numbers
Article in
ACM Trans. Math. Softw., Association for Computing Machinery,
2020 |
Theory & Techniques:
Complex Step Differentiation, Higher Order
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