Two asymptotic results of solutions for nabla fractional (q,h)(q,h)(q,h)-difference equations

Feifei DU; Lynn ERBE; Baoguo JIA; Allan PETERSON

Article Details

Two asymptotic results of solutions for nabla fractional (q,h)(q,h)(q,h)-difference equations

Authors:

Feifei DU | Lynn ERBE | Baoguo JIA | Allan PETERSON

Publisher:

TUBITAK

Journal:

Turkish Journal of Mathematics 2018 Vol.42 Issue 5, pp.2214-2242

Document Type:

Article

Publication Date:

9/2018

Document Language:

Turkish

Document ID (Org No.):

2000745756

Frequency:

Bimonthly

eISSN:

1303-6149

pISSN:

1300-0098

Abstract:

 

In this paper we study the Caputo and Riemann--Liouville nabla (q,h)(q,h)(q,h)-fractional difference equation and obtain the following two main results:    Assume  $0.

Article Details

Two asymptotic results of solutions for nabla fractional (q,h)(q,h)(q,h)-difference equations

Authors: Feifei DU | Lynn ERBE | Baoguo JIA | Allan PETERSON

Publisher: TUBITAK

Journal: Turkish Journal of Mathematics 2018 Vol.42 Issue 5, pp.2214-2242

Document Type: Article

Publication Date: 9/2018

Document Language: Turkish

Document ID (Org No.): 2000745756

Frequency: Bimonthly

eISSN: 1303-6149

pISSN: 1300-0098

Issues

Authors:

Feifei DU | Lynn ERBE | Baoguo JIA | Allan PETERSON

Publisher:

TUBITAK

Journal:

Turkish Journal of Mathematics 2018 Vol.42 Issue 5, pp.2214-2242

Document Type:

Article

Publication Date:

9/2018

Document Language:

Turkish

Document ID (Org No.):

2000745756

Frequency:

Bimonthly

eISSN:

1303-6149

pISSN:

1300-0098