Equation (2.1) is a semi-explicit autonomous differential-algebraic equations with differential index 1, (frac{xE}{1+mx}) is the harvesting function with constant m being related to the handling or processing time [17, 19].
Theorem 2.1 and its corollaries imply new explicit conditions of exponential stability for autonomous difference equations with several delays, as well as a new justification for known ones.
Vocabulary: décolletage, proffered, brutish, unabashed, autonomous, inane, puerile, intricacies, fervent, malfunctioning, explicit, detachment, aroma Extension Activities: 1.
Pseudo-autonomous decisions were implicit rather than explicit and often rooted in family members or health care workers falsely assuming that they knew the wishes of persons with dementia and acted accordingly.
This paper aims at laying down the foundations of an approach to the development of autonomous robot control architecture based on the explicit representation of mental attitudes underlying robot behavior, considered as autonomous active entities.
The company, famous (or notorious, depending on your point of view) for flouting regulations as it built its disruptive, multi-billion-dollar business, rolled out a fleet of autonomous cars in San Francisco this week despite an explicit warning from the Department of Motor Vehicles that testing on public roads was illegal without a permit.
To be useful to both a care recipient with dementia and his/her caregiver(s), a CAT must be autonomous, non-invasive, and must not require explicit feedback (e.g. button presses), as this cannot reasonably be expected of either people with AD or overworked caregivers.
In this case, pseudo-autonomous decision making entailed implicit rather than explicit decisions.
In 1987, the Tibetan Autonomous Region, which encompasses central Tibet, published more explicit regulations calling for Tibetan to be the main language in schools, government offices and shops.
Making social contracts and their renegotiations more explicit has been put forward as one way to facilitate autonomous adaptation and enable transformation (Adger et al. 2013), however there is a lack of empirical evidence to back this up.
We consider explicit symplectic partitioned Runge Kutta (ESPRK) methods for the numerical integration of non-autonomous dynamical systems.
