18 results with keyword: 'a fractional boundary value problem'
Yuan, The positive properties of the Green function for Dirichlet- type boundary value problems of nonlinear fractional di↵erential equations and its application, Nonlinear
N/A
Zhang and Xu Advances in Difference Equations 2013, 2013 171 http //www advancesindifferenceequations com/content/2013/1/171 R ES EA RCH Open Access Nontrivial solutions for a
N/A
Guezane Lakoud and K?l??man Advances in Difference Equations 2014, 2014 154 http //www advancesindifferenceequations com/content/2014/1/154 RESEARCH ARTICLE Open Access Unbounded
N/A
Dong et al Advances in Difference Equations 2013, 2013 319 http //www advancesindifferenceequations com/content/2013/1/319 R ES EARCH Open Access Solutions for a fractional
N/A
Fractional differential equations are the generalization of ordinary equation to arbitrary non-integer order, and have received more and more interest due to their wide applications
N/A
The memory and hereditary properties of fractional derivativesdoes not appear in the finite difference representation (7) it is similar tothe integer case except for
N/A
Visual features input to the implemented ESA EO Level 2 SCM classifier are: MS color names detected by the Satellite Image Automatic Mapper (SIAM ) lightweight computer
N/A
Motivated by the above papers, in this paper, we shall transform the impulsive bound- ary value problem () into an equivalent integral equation which is different from the in-
N/A
Keywords: Fractional differential inclusion; Caputo fractional derivative; Boundary value problem; Integral boundary conditions.... In our first approach we obtain an existence
N/A
Jiao, F, Zhou, Y: Existence of solutions for a class of fractional boundary value problem via critical point theory.. Jiao, F, Zhou, Y: Existence results for fractional boundary
N/A
Existence of solutions for a mixed fractional boundary value problem Lakoud et al Advances in Difference Equations (2017) 2017 164 DOI 10 1186/s13662 017 1226 y R E S E A R C H Open
N/A
Positive solutions for a singular fractional nonlocal boundary value problem Zhang et al Advances in Difference Equations (2018) 2018 381 https //doi org/10 1186/s13662 018 1844 z R E S E
N/A
Keywords: fractional differential equation; boundary value problem; coincidence degree theory; resonance..
N/A
Abstract—In this paper, based on the contraction map prin- ciple and the fixed point index theory, sufficient conditions are established for the uniqueness and existence results
N/A
In this paper, we investigated the existence of nonnegative solutions for the Riemann-Liouville fractional differential equation with integral terms (E) sup- plemented with
N/A
Singular perturbation, Boundary value problem, Shifted Chebyshev polynomial, Operational matrix, Boundary layer, Caputo fractional derivative.. 2010 Mathematics
N/A
Laboratoire de Biologie de la Reproduction, 8, Av. Mots-cl~s : contraception masculine hormonale ; androg~nes ; progestatifs ; analogues du GnRH.. Cependant, en mati~re
N/A