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For some developments on the theory of fractional differential equations, we can refer to [5 25] and the references therein.
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In this way, Marchia most probably had an impact on the development of the theory of inertia.
His work on fracture included the development of the theory of elastic-plastic cracks, the elucidation of the basic processes of failure at the tip of a sharp notch, and a theory of cleavage cracking in iron.
In recent years, maximum principles have been developed to study various types of fractional diffusion systems (see [13 22]), and we refer the reader to [23] for the recent development on the theory of fractional differential equations.
The study identifies development based on the theory of 'process of institutional change', i.e. we qualitatively estimate the costs of change based on proposed factors including economic conditions in relation to AES implementation, political institutional capacity, policy legacy, policy preferences, and current discourse.
Considerable investigations have been carried out in the field of FRP-confined concrete and there are many proposed models that predict the compressive strength which are developed empirically by either doing regression analysis using existing test data or by a development based on the theory of plasticity.
Hernandez et al. [8] published a paper on recent developments in the theory of abstract differential equations with fractional derivative.
This development is based on the theory of nonlinear wave propagation applied to a transient adsorption system.
An overview of multi-parametric programming and control is presented with emphasis on historical milestones, novel developments in the theory of multi-parametric programming and explicit MPC as well as their application to the design of advanced controller for complex multi-scale systems.
These strategy development workshops were based on the Theory of Change (ToC) method: an outcomes-based approach for planning and visualising pathways to change [ 33].
At the same time, the accuracy and efficiency of extraction will be improved with the development of image segmentation based on the theory of geometric active contour model.
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