Pages that link to "Item:Q1860473"

The following pages link to Adjoint sensitivity analysis for differential-algebraic equations: algorithms and software (Q1860473):

Displaying 34 items.

• SUNDIALS (Q62127) (← links)
• Numerical methods for computing sensitivities for ODEs and DDEs (Q521927) (← links)
• First order sensitivity analysis of flexible multibody systems using absolute nodal coordinate formulation (Q666585) (← links)
• Forward and adjoint sensitivity analysis with continuous explicit Runge-Kutta schemes (Q1004416) (← links)
• Efficient sensitivity analysis of large-scale differential-algebraic systems (Q1369209) (← links)
• A distributed memory parallel algorithm for the efficient computation of sensitivities of differential-algebraic systems (Q1404673) (← links)
• Adjoint pairs of differential-algebraic equations and Hamiltonian systems (Q1772790) (← links)
• Software and algorithms for sensitivity analysis of large-scale differential algebraic systems (Q1841950) (← links)
• Adjoint sensitivity analysis for time-dependent partial differential equations with adaptive mesh refinement (Q1877115) (← links)
• Numerical methods and software for sensitivity analysis of differential-algebraic systems (Q1917444) (← links)
• Subadjoint equations of index-1 linear singular difference equations (Q1952324) (← links)
• Sensitivity analysis of differential-algebraic equations: A comparison of methods on a special problem (Q1963920) (← links)
• Image inversion and uncertainty quantification for constitutive laws of pattern formation (Q2131064) (← links)
• Sensitivity analysis for periodic orbits and quasiperiodic invariant tori using the adjoint method (Q2154764) (← links)
• Efficient goal-oriented global error estimators for BDF methods using discrete adjoints (Q2406638) (← links)
• Parallel sensitivity analysis for efficient large-scale dynamic optimization (Q2443395) (← links)
• Approximation of weak adjoints by reverse automatic differentiation of BDF methods (Q2454029) (← links)
• Second-order adjoint sensitivity analysis of multibody systems described by differential-algebraic equations (Q2461462) (← links)
• An equation-based algorithmic differentiation technique for differential algebraic equations (Q2515099) (← links)
• Parallel optimal control with multiple shooting, constraints aggregation and adjoint methods (Q2574337) (← links)
• A reliable Taylor series-based computational method for the calculation of dynamic sensitivities in large-scale metabolic reaction systems: algorithm and software evaluation (Q2654372) (← links)
• A modified multiple shooting algorithm for parameter estimation in ODEs using adjoint sensitivity analysis (Q2660829) (← links)
• Sensitivity analysis and design optimization of differential-algebraic equation systems (Q2767999) (← links)
• Symbolic Sensitivity Analysis of Multibody Systems (Q2856513) (← links)
• On solving optimal control problems with higher index differential-algebraic equations (Q2926077) (← links)
• A hybrid direct-automatic differentiation method for the computation of independent sensitivities in multibody systems (Q2952614) (← links)
• Second-order sensitivity analysis of multibody systems described by differentialz/algebraic equations: adjoint variable approach (Q3518539) (← links)
• COMPARISON OF SENSITIVITY EQUATION AND ADJOINT EQUATION METHODS FOR PARAMETER IDENTIFICATION PROBLEMS (Q4359835) (← links)
• Sensitivity Analysis of Uncertain Dynamic Systems Using Set-Valued Integration (Q4600003) (← links)
• Sensitivity analysis of ODEs and DAEs — theory and implementation guide (Q4700280) (← links)
• The structural index of sensitivity equation systems (Q5861069) (← links)
• A sweeping gradient method for ordinary differential equations with events (Q6086137) (← links)
• Hamiltonian direct differentiation and adjoint approaches for multibody system sensitivity analysis (Q6554336) (← links)
• KAN-ODEs: Kolmogorov-Arnold network ordinary differential equations for learning dynamical systems and hidden physics (Q6641934) (← links)