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In the assumptions the emphasis is put on reversible rather than adiabatic.
In the assumptions above, the pullback functor (o^*) resp.
In the assumptions of Lemma 4.18, denote by (varphi =lambda circ rho ) resp.
In the assumptions of Theorem 1.1, the sequence { γ n } is forced to tend to zero.
In the assumptions of a t-test, the sampling distribution was intended for only one test.
In the assumptions of Proposition 3.8 (i), the category (mathsf{R}(Phi )) has finite limits and colimits.
The contradictions arising in the assumptions regarding friction are analyzed.
Of course, the real magic of compounding is in the assumptions that underlie the illustration.
Organizations bake in the assumptions and the processes that made them successful.
Small changes in the assumptions or the setup can result in big changes in the results.
Our traditional thinking about value is grounded in the assumptions and the models of an industrial economy.
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