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Some authors have investigated boundary value problems with integral boundary conditions; see [5 13].
Several authors have investigated boundary value problems of fractional differential equations; see for instance [8, 11, 13].
Makinde and Aziz [8] investigated boundary layer flow of a nanofluid past a stretching sheet with a convective boundary conditions.
In this section we summarize results from the paper [23], where we investigated boundary value problems having impulses at fixed times.
In 2009, Wang et al. [27] successfully investigated boundary value problem for functional differential equations without impulses under the assumption of existing upper and lower solutions in the reversed order.
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For the investigated boundaries the transition angle was independent of tilt axis, impurity content and tilt boundary plane.
Rashidi and Erfani [13] used the modified differential transform method to investigate boundary layer flow due to stretching surfaces.
And Khan and Pop [[27]] investigates boundary layer heat and mass transfer analysis past a wedge moving in a nanofluid.
The work contributes to studies of acquisitions by identifying alternative M&A evaluation methods and investigating boundary conditions in different explanations for choices of the methods.
In this paper, we continue to investigate boundary conditions, under which the topological degree of 1-set contractive fields, deg(I - A, Ω, p), is equal to unity or zero.
In doing so, we investigate boundary conditions between arguments that expect firms to use financial analysis such as net present value as the primary tool and arguments that emphasize different forms of socio-political processes, often supplemented by subsequent financial analysis.
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