ELISE
swMATH ID:  2634 
Software Authors:  Dietrich, Volker 
Description:  ELISE, an algorithm to compute asymptotic representations for solutions of linear differential equations, realized with the computer algebra system MAPLE. ELISE is a package of procedures implemented in MAPLE to compute asymptotic representations for solutions of linear irregular singular differential equations with rational coefficients. The algorithm allows the use of parameters, so that classes of differential equations can be treated in their entirety. Some ideas have been realized in ELISE to make it efficient and easy usable. In each step it is checked, which coefficients in the differential equation have influence and which do not. It may be noted that ELISE was developed in 1988 independently of other programs, e.g. DESIR. 
Homepage:  http://web.mit.edu/maple/www/maplepkg.html 
Dependencies:  Maple 
Keywords:  NewtonPuiseux diagram; computer algebra; MAPLE; asymptotic representations; linear irregular singular differential equations; rational coefficients; parameters 
Related Software:  Maple; DESIR 
Referenced in:  3 Publications 
Standard Articles
1 Publication describing the Software, including 1 Publication in zbMATH  Year 

ELISE, an algorithm to compute asymptotic representations for solutions of linear differential equations, realized with the computer algebra system MAPLE. Zbl 0756.34058 Dietrich, Volker 
1992

Referenced by 4 Authors
1  Balser, Werner 
1  Brown, B. Malcolm 
1  Dietrich, Volker 
1  Eastham, Michael S. P. 
Referenced in 2 Serials
2  Journal of Symbolic Computation 
1  Linear Algebra and its Applications 
Referenced in 4 Fields
3  Ordinary differential equations (34XX) 
2  Numerical analysis (65XX) 
1  Functions of a complex variable (30XX) 
1  Computer science (68XX) 