TY  - JOUR 
AU  - Cano Torres, José María
AU  - Fortuny Ayuso, Pedro
PY  - 2022
SN  - 1575-5460
UR  - https://uvadoc.uva.es/handle/10324/65523
AB  - Adapting the Newton–Puiseux Polygon process to nonlinear q-difference equations
of any order and degree, we compute their power series solutions, study the properties
of the set of exponents of the solutions and give a bound for their q-Gevrey order...
LA  - spa
PB  - Birkhauser
KW  - Matemáticas
KW  - Power series solutions
KW  - q-difference equations
KW  - Newton polygon method
TI  - Power Series Solutions of Non-linear q-Difference Equations and the Newton–Puiseux Polygon
DO  - 10.1007/s12346-022-00656-0
ER  -