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The present work investigates a new approach to formulating a rate-independent strain gradient theory for crystal plasticity.
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In addition, we use our approach to formulate a second-order-accurate symmetric implicit time discretization of the heat equation on irregular domains.
In this article, we have presented a new approach to formulate a non-empirical scoring scale based on membrane roughness (Rrms) data obtained from atomic force microscopy.
Cheng et al. [13] have used a game-theoretic approach to formulate a transmit power control game for CR, which jointly solves the bandwidth allocation, bit loading and power allocation problems.
An alternative approach to formulate a fully-fledged quantum theory of gravity attempts to capture the Planck-scale structure of spacetime by constructing it from causal sets.[31] Since these sets must be acyclic, i.e., no element in a causal set can causally precede itself, CTCs are ruled out a priori.
From the 1740s on this led to alternative approaches to formulating a general mechanics, employing such different principles as the conservation of vis viva, the principle of least action, and d'Alembert's principle.
The proposed solution is integrated with design and operational systems and consolidates some successful maintainability approaches to formulate an effective solution for optimized plant maintenance.
Our method was a mixed approach, combining qualitative data collected at country-, regionand, and global-level, a consensus-based approach to formulating the final research questions, a metrics-based approach to the ranking exercise, and finally, consensus-building towards the final agenda.
In addition to that, a new approach to formulating the PAPR reduction problem as an optimization problem, is presented in this study.
In this paper, an original approach to formulate and solve a multi-period and multi-commodity distribution (re planning problem for a multi-stage centralized upstream network with structure dynamics considerations is proposed.
In the system with feedback reduction, an efficient approach to formulate the optimization problem is based on a cluster basis rather than on a subcarrier basis.
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