Sentence examples for in which complexity from inspiring English sources

Exact(21)

A second way in which complexity might be justified is when judgments have to be made after the event.

According to the complexity models developed, assembly sequence determines the directions in which complexity flows.

Galbraith, the inveterate populariser, is never less than quotable: "The study of money, above all other fields in economics," he once wrote, "is one in which complexity is used to disguise truth or to evade truth, not to reveal it.

We then discuss simple biological models, in which complexity is increased at the expense of decreased control of underlying architecture and ground truth.

To do so, a mathematician would have to show that NP-complete problems are equivalent to another class of problem, P problems, in which complexity grows relatively slowly with the number of terms.

In looking at a specific tool, the grease pencils used in the fitting and production of prosthetic limbs, we examine the ways in which complexity, tacit understandings, and human movement are translated into a collection of variables and considerations manipulable in a digital environment.

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Similar(39)

The extent to which recharge can be informed by calibration is largely unknown for practical situations, in which complexities such as parameter heterogeneities are inherent.

A modification in which complexities of individual nodes are calculated yields vanishing complexity values for networks in the ordered and critical regimes and for highly disordered networks, peaking somewhere in the disordered regime.

For human-dog, human-chimp and human-rat orthologs, we observed similar trends although in the closely related human-chimp case in which complex complexity was plotted against mean dN/dS, the trend was not statistically significant.

Two related problems can be used to illustrate the sort of contrasts in difficulty which complexity theorists seek to analyze: \(\sc{RELATIVE}\ \sc{PRIMALITY}\ \) Given natural numbers \(x\) and \ y\), do \(x\) and \ y\) possess greatest common divisor \(1\)?

Furthermore, simplified control method in [18] can be adopted to distinguish the various types of MBs in terms of decoding complexity, in which the complexity weights can be defined relatively to the most complex MB type in the context of each profile.

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