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The study of dynamic equations on time scales can unify and extend the fields of differential and difference equations.
The boundary value problem of fractional equations has emerged as a new branch in the fields of differential equations for their deep backgrounds.
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The German mathematician Carl Friedrich Gauss (1777 1855), in connection with practical problems of surveying and geodesy, initiated the field of differential geometry.
In particular, Milnor's discovery of the 28 differentiable structures for the seven-dimensional sphere, S7, in 1956 was instrumental in the development of the new field of differential topology.
The symmetry in the field of differential equations is a transformation that preserves its domestic of results invariant.
One of the important work in the field of differential forms is to develop various kinds of estimates and inequalities for differential forms under some conditions.
Recently, one of the most interesting and significant discussions in the field of differential equations is dynamic equations on time scales.
We thus have to distinguish the intense "impersonal" field of individuation and its processes from the virtual "pre-individual" field of differential relations and singularities that make up an Idea or multiplicity.
With this new topology, not only the thermal offset can be digitally calibrated, but the application field of differential temperature sensors is widened, being now suitable for use in measurements where both wide input range and high differential sensitivity are required.
Meta-analytic tools for GEMA are developed by many authors 11 but mainly in the field of differential gene expression and profiling.
Instead of using dominance rank as a proxy, this study directly estimated field rates of differential extrinsic mortality based on the probability of being killed by dominant species.
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CEO of Professional Science Editing for Scientists @ prosciediting.com