Summary. We deal with differential algebraic equations (DAEs) with properly stated lead-ing terms. The calculation of the index of these systems is based on a matrix sequence with suitably chosen projectors. A new algorithm based on matrices of Taylor polynomials for re-alizing the matrix sequence and computing the index is introduced. Derivatives are computed using algorithmic differentiation tools. Key words: Differential algebraic equations, tractability index, ADOL-C
We introduce a model order reduction (MOR) procedure for differential-algebraic equations, which is ...
We introduce a model order reduction (MOR) procedure for differential-algebraic equations, which is ...
We introduce a model order reduction (MOR) procedure for differential-algebraic equations, which is ...
Abstract. We present an approach for determining the tractability index us-ing truncated polynomial ...
We present an approach for determining the tractability index using truncated polynomial arithmetic....
We present an approach for determining the tractability index using truncated polynomial arithmetic....
This document explains how to use a program for index determination in systems of differential algeb...
The index definition of DAEs with properly stated leading term bases on a matrix sequence with suita...
The index definition of DAEs with properly stated leading term bases on a matrix sequence with suita...
A common way of making a high index DAE amenable to numerical solution is that of index reduction. A...
This paper presents experiences in numerical computing the index of differential-algebraic equations...
Differential-algebraic equations (DAEs) are used to describe many physical problems. These types of ...
The computation of consistent initial values for differential-algebraic equations (DAEs) is essenti...
A model order reduction method for index-2 differential-algebraic equations (DAEs) is introduced, wh...
A model order reduction method for index-2 differential-algebraic equations (DAEs) is introduced, wh...
We introduce a model order reduction (MOR) procedure for differential-algebraic equations, which is ...
We introduce a model order reduction (MOR) procedure for differential-algebraic equations, which is ...
We introduce a model order reduction (MOR) procedure for differential-algebraic equations, which is ...
Abstract. We present an approach for determining the tractability index us-ing truncated polynomial ...
We present an approach for determining the tractability index using truncated polynomial arithmetic....
We present an approach for determining the tractability index using truncated polynomial arithmetic....
This document explains how to use a program for index determination in systems of differential algeb...
The index definition of DAEs with properly stated leading term bases on a matrix sequence with suita...
The index definition of DAEs with properly stated leading term bases on a matrix sequence with suita...
A common way of making a high index DAE amenable to numerical solution is that of index reduction. A...
This paper presents experiences in numerical computing the index of differential-algebraic equations...
Differential-algebraic equations (DAEs) are used to describe many physical problems. These types of ...
The computation of consistent initial values for differential-algebraic equations (DAEs) is essenti...
A model order reduction method for index-2 differential-algebraic equations (DAEs) is introduced, wh...
A model order reduction method for index-2 differential-algebraic equations (DAEs) is introduced, wh...
We introduce a model order reduction (MOR) procedure for differential-algebraic equations, which is ...
We introduce a model order reduction (MOR) procedure for differential-algebraic equations, which is ...
We introduce a model order reduction (MOR) procedure for differential-algebraic equations, which is ...