A summary of the work done in the field of analytic differentiation by computer is presented. It is shown that there exists a need for an analytic differentiation routine whose output can be processed by a regular algebraic compiler. An algorithm is presented which will transform a FORTRAN FUNCTION subprogram into a FORTRAN SUBROUTINE subprogram that evaluates both the original function and its first derivative with respect to one independent variable. Implementation of this algorithm and possible extensions to it are discussed.Science, Faculty ofComputer Science, Department ofGraduat
The software system PCOMP uses automatic differentiation to calculate derivatives of functions that ...
The Symbolic Differentiation system is a software package written in FORTRAN. Upon calling the routi...
The numerical methods employed in the solution of many scientific computing problems require the com...
The numerical methods employed in the solution of many scientific computing problems require the com...
It is well known that the classical difference formulas for evaluating high derivatives of a real fu...
Starts with an algorithm for the calculation of the derivatives of a polynomial. The report then pro...
The numerical methods employed in the solution of many scientific computing problems require the com...
Automatic differentiation provides the foundation for sensitivity analysis and subsequent design opt...
A new object-oriented method is presented for generating analytic derivatives of func-tions defined ...
We propose extensions to FORTRAN which integrate forward and reverse Automatic Differentiation (AD)...
Automatic differentiation is a technique of computing the derivative of a function or a subroutine w...
Automatic dierentiation is introduced as a powerful technique to compute deriva-tives of functions g...
Automatic dierentiation is a powerful technique for evaluating derivatives of functions given in the...
The program described creates the first derivative functions of given function of limited complexit...
AbstractAutomatic differentiation is a technique for the rule-based transformation of a subprogram t...
The software system PCOMP uses automatic differentiation to calculate derivatives of functions that ...
The Symbolic Differentiation system is a software package written in FORTRAN. Upon calling the routi...
The numerical methods employed in the solution of many scientific computing problems require the com...
The numerical methods employed in the solution of many scientific computing problems require the com...
It is well known that the classical difference formulas for evaluating high derivatives of a real fu...
Starts with an algorithm for the calculation of the derivatives of a polynomial. The report then pro...
The numerical methods employed in the solution of many scientific computing problems require the com...
Automatic differentiation provides the foundation for sensitivity analysis and subsequent design opt...
A new object-oriented method is presented for generating analytic derivatives of func-tions defined ...
We propose extensions to FORTRAN which integrate forward and reverse Automatic Differentiation (AD)...
Automatic differentiation is a technique of computing the derivative of a function or a subroutine w...
Automatic dierentiation is introduced as a powerful technique to compute deriva-tives of functions g...
Automatic dierentiation is a powerful technique for evaluating derivatives of functions given in the...
The program described creates the first derivative functions of given function of limited complexit...
AbstractAutomatic differentiation is a technique for the rule-based transformation of a subprogram t...
The software system PCOMP uses automatic differentiation to calculate derivatives of functions that ...
The Symbolic Differentiation system is a software package written in FORTRAN. Upon calling the routi...
The numerical methods employed in the solution of many scientific computing problems require the com...