Sentence examples for similarly integrated from inspiring English sources

Exact(13)

For one thing, gender equality has transformed today's military, and the Battlestar's defensive force is similarly integrated, although its era of lip-locking, on-duty pilots seems light years away.

"The practical intertwining of money markets and capital markets is the defining institutional feature of the American system, and that feature requires a similarly integrated backstop by the central bank," Professor Mehrling wrote.

AS the pieces of evidence fall into place, the pressing issue turns out to be not whether Abenomics is a good plan, but how the United States could achieve a similarly integrated plan, and what the consequences would be if it fails.

Seat heater and cooler controls are similarly integrated into the outboard vents.

Similarly, integrated early childhood programs reduce service disconnections, with potential benefits for program quality and equitable access; they may also help child and family outcomes and quality of life, by providing more coherent programming for children while supporting parents in their parenting and needs to work or study (Pelletier & Corter, 2006).

Expression-linked processes can be similarly integrated into expression-based prediction procedures.

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Similar(47)

Similarly, integrating (2.1) on we get (2.22).

A separate, derivative version (Scoria MDA) similarly integrates MDAnalysis support.

Similarly, integrating the local energy conservation law in Eq. (17) over the spatial domain, the global energy conservation law can be obtained, which is just the global conserved quantity (H_{2}) for the Camassa-Holm equation.

Similarly, integrating Facebook- and Twitter-based learning activities throughout a marketing program may be more appropriate, given the subject matter, compared to doing so in an engineering or accounting program where social media is less integral to the profession.

Similarly, integrating with respect to position gives a definition for the work done by a force: W=\int_{\vec{x}_1}^{\vec{x}_2}{\vec{F} \cdot{\mathrm{d}\vec{x}}} which is equivalent to changes in kinetic energy (yielding the work energy theorem).

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