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In this paper the problem of determination of the rules coordinating access of the vehicles to the shared travel route intervals, ensuring the collision-free and deadlock-free execution of the repetitive processes was reduced to determination of the sufficient conditions.
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The origin-of-life problem largely reduces to determination of an organic, nonbiological source of certain processes such as the identity maintained by metabolism, growth, and reproduction (i.e., autopoiesis).
where Φ, Ψ are arbitrary analytic functions in D. Therefore, problem (3 -(4) reduces to determination of the analytic functions Φ, Ψ by the condition (4).
Then the problem is reduced to the determination of Laurent expansion coefficients.
Then, the problem is reduced to the determination of separate energy states of the electron and hole.
Therefore, the problem is reduced to the determination of the Taylor coefficients 1 / ( j + 1 ) ! d j f / d t j.
Thus, the problem is reduced to analytical determination of the energy separate expressions for electron and hole (as for non-interacting particles).
In this case, the problem is reduced to the determination of the unknown weight coefficients a i (x) via minimal least square regression.
The guidance computation is reduced to the determination of these parameters in order to satisfy path constraints and other additional constraints not implicitly satisfied by the polynomial formulation.
The problem is reduced to the determination of unknown coefficients in linear combinations of holomorphic functions used for the representation of complex potentials in plane elasticity.
The problem is reduced to the determination of eigenvalues and eigensolutions, with the former indicating critical buckling loads and the latter buckling modes.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com