Sentence examples for formulate the proposition from inspiring English sources

Exact(4)

To formulate the proposition for school of hournalisms: Who does the endorsing has no news value at all, but Whom Who endorses.

To formulate the proposition for school of hournalisms: Who does the endorsing has no news value at all, but Whom Who endorses... View Article By Jelani Cobb By David Remnick By Joan Acocella By Jia Tolentino.

To formulate the proposition for school of hournalisms: Who does the endorsing has no news value at all, but Whom Who endorses... View Article By Rivka Galchen By Larissa MacFarquhar By Alexandra Schwartz By Malcolm Gladwell.

The authors formulate the proposition that, so far, linkages between small firms and multinationals have not matured to a high degree in India.

Similar(56)

Thus, we can formulate the following proposition: Proposition 2: From a network-centric view, strategy-making is based on effectual actors, who actively shape their environment in order to achieve and sustain competitive advantage.

Following the publication of Maternal Care and Mental Health Bowlby sought new understanding from such fields as evolutionary biology, ethology, developmental psychology, cognitive science and control systems theory and drew upon them to formulate the innovative proposition that the mechanisms underlying an infant's ties emerged as a result of evolutionary pressure.

That being said, based on this analysis, and in order to advance the question of transferability in health education, we can already formulate the following propositions: First, this summary helps to clarify the following conceptual definitions: the term transferability should be used when assessing the results of an intervention in relation to its original experimental trial.

He formulated the innovative proposition that mechanisms underlying an infant's emotional tie to the caregiver(s) emerged as a result of evolutionary pressure.

The regular breaking property formulated in the proposition ensures that the results persist for (varepsilon >0).

Indeed, this common structure (formulated as the proposition below) was previously reported in [20, 45, 49] among others.

With the aid of Proposition 4.2, we can formulate the next lemma about the existence of local and global minimizers with respect to the functionals, and.

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