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Later, Rassias in [3] provided a remarkable generalization of the Hyers' result by allowing the Cauchy difference to be bounded for the first time, in the subject of functional equations and inequalities.
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Fixed point theory for nonlinear mappings is an important subject of nonlinear functional analysis.
The fixed point theory for nonlinear mappings is an important subject of nonlinear functional analysis and is widely applied to nonlinear integral equations and differential equations.
Fixed point theory constitutes an important and the core part of the subject of nonlinear functional analysis and is useful for proving the existence theorems for nonlinear differential and integral equations.
In birds, the ability to move the upper beak relative to the braincase has been the subject of many functional morphological investigations, but in many instances the adaptive significance of cranial kinesis remains unclear.
Second, the composition of these cascades has been the subject of numerous functional biochemical studies.
Following on from these projects, many effectors have been the subject of further functional characterisation.
Hippocampal CA1 PCs have been the subject of many functional, structural and molecular investigations.
This S = 1/2 model is prepared from (OC 3Fe pdt Ni dppe) (1), itself the subject of density functional theory (DFT) and resonance Raman investigations.
In addition, the in silico analysis revealed several patterns that could be the subject of future functional genomics studies.
Gene duplications have been the subject of many functional and molecular studies in plants [ 24, 25], but here we aimed at analysing specifically the selective constraints exerted on duplicated genes through analysis of their rates of substitution.
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