We demonstrate this by reporting three computational experiments involving modifications to the functioning of working memory within Soar.
In both cases, government policies resulted in far-reaching modifications to the functioning of the political system: a vast expansion in the role of government in the economy, the use of taxes to redistribute wealth, an increase in the political influence of organized labour, and the implementation of national programs of social welfare.
The purpose is to make the original problem more numerically tractable while requiring only minor modifications to the objective function and the constraints.
After some modifications to the internal functions and a shortening of the key size from 112 bits to 56 bits, the full details of the algorithm that was to become the Data Encryption Standard DESS) were published in the Federal Register in 1975.
After some modifications to the internal functions and a shortening of the code key size from 112 bits to 56 bits, the full details of the algorithm that was to become the Data Encryption Standard were published in the Federal Register in 1975.
We use the tools to examine three proposed modifications to the Rosetta energy function: improving the unfolded state energy model (reference energies), using bicubic spline interpolation to generate knowledge-based torisonal potentials, and incorporating the recently developed Dunbrack 2010 rotamer library (Shapovalov & Dunbrack, 2011).
In particular, lysine residue acetylation is one of the important posttranslational modifications to regulate the function of proteins.
Consideration of uncertainty involves modifications to the typical objective functions used in reserve selection.
Results from the trial resulted in several modifications to the classification of functions and the activity log.
Importantly, because modifications to the node update functions are applied simultaneously to the damaged state(s) a 1 d, …, a n d, the stability of every node may be individually considered under the assumption that all other nodes are stable.
Since our model does not acount for zero velocities, we introduced a slight modification to the Gaussian function, thus requiring the velocity distribution function to intersect with (0,0).
