Sentence examples for function globally from inspiring English sources

But he said that if the firm could no longer function globally, "we'd be prepared to do something locally".

The workforce reduction will occur across all function globally, AMD said, and will be substantially completed by the end of the first quarter of 2012.

Unexpectedly, our results with Drosophila with compromised AMPK function globally show a similar hyperphagic response.

While claims of being able to predict function globally should be treated with greater skepticism, focused analyses will likely continue to pay gradual dividends.

Over the last 25 years, the field of proteomics has evolved so much that it is now possible to detect and characterize with high sensitivity thousands of proteins, mapping structure and function globally onto any biological system.

By the time of Bretton Woods, Ms. Nasar goes on, a kind of global Keynesian had been widely embraced: it would be "commonly acknowledged that keeping free enterprise functioning globally required the visible hand of government".

Julieta Aranda and Anton Vidokle, the artists who founded Time/Bank, call it "a platform that enables people to get things done without using money" — indeed, to this day the bank is still functioning, globally, with more than a thousand users who deposit time into the Time/Bank Web site and withdraw it in the form of skills performed by others.

Chris leads Facebook's Product Management, Design, and Marketing functions globally.

The general activation functions include monotone nondecreasing functions, globally Lipschitz continuous and monotone nondecreasing functions, semi-Lipschitz continuous mixed monotone functions, and Lipschitz continuous functions.

Proposition 3.15 Under the same above notations and hypotheses, let f λ : X → R, λ ∈ Λ, be an ( F d L ) -Cauchy net of functions, globally continuous with respect to a single ( O ) -sequence.

If f λ : X → R, λ ∈ Λ, is a net of functions, globally continuous with respect to a single ( O ) -sequence independent of λ and ( U O F ) -convergent to f ∈ R X on X, then f is globally continuous and ( f λ ) λ is ℱ-exhaustive on X. Proof We begin with proving global continuity of f on X.