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However, the study of the boundary value problem of nonlinear q-difference equations is in deficiency.
We now turn to the case study of the boundary value problem (1.9a - 1.9b), (2.73).
Recently, there seems to be a new interest in the study of the boundary value problems for fractional differential equations.
A study of the boundary effects including a correct sheath physics is necessary for a proper description of the electromagnetic wave penetration into a plasma.
Recently, there is much attention focused on the study of the boundary value problems like (1.1) which the nonlinear term is involved with the first-order derivative explicitly.
The papers [17 20] show that the critical point theory is an effective approach to the study of the boundary value problems of difference equations.
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A detailed study of the boundary-value problem (18), (19) will be given in a separate paper.
In this paper a study of the boundary-layer flow over a staggered distribution of cubes having a zero pressure gradient is made.
With the imminent publication of the new edition of the Diagnostic and Statistical Manual of Mental Disorders (DSM-5), there has been a growing interest in the study of the boundaries across the three bulimic spectrum syndromes [bulimia nervosa-purging type (BN-P), bulimia nervosa-non purging type (BN-NP) and binge eating disorder (BED)].
It is hoped that MAVEN studies of the boundary between the ionosphere and the surrounding space environment will shed light on why these differences exist.
The study of this boundary behaviour, in the Euclidean Clifford analysis context, has been the subject of intensive research in the last years, see for example [19 23].
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