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In contrast, by introducing a continuous degree of asymmetric information we can use comparative statics to examine the properties of the buyer's profit-maximizing solution.
We do not know if Clovis morphed by continuous degree into later types (phyletic gradualism), if types branched off fully formed while Clovis persisted (cladogenesis), or if later types are unrelated replacements of Clovis.
RIP was used to evaluate the contribution of the rib cage (RC) and abdominal (AB) compartments to the inspired tidal volume, and to allow measurement of the continuous degree of asynchrony between the thoracic and abdominal movements.
To provide a formal definition of a continuous degree of satisfaction of LTL formulae, we first consider quantifier-free LTL (QFLTL) formulae with free (non-state) real-valued variables y (Fages and Rizk, 2008).
A selection model allowing for a continuous degree of multilevel selection is given by (Bijma et al. 2007a) (13) where the sum is taken over the n-1 group members of the focal individual, and g represents the degree of between-group selection.
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Consider continuous degree-one circle maps with a single decreasing interval.
Let us call the resulting class of maps C. In the Poincaré case, they are bimodal continuous, degree-one circle maps.
This map f is the composition of an increasing degree-one map, either continuous or having an upward jump discontinuity (as in Fig. 3), followed by a continuous degree-one circle map having one decreasing interval (resulting from the perturbation with a fold) that we denote ( a, b ).
Intensive magnitudes, like warmth or colors, also come in continuous degrees, but their apprehension takes place in an instant rather than through a successive synthesis of parts.
The small difference in theory and simulation results is due to the assumption of continuous degrees in the analysis, but the practical usage requires quantized version.
We show that even though the Gaussian model has continuous degrees of freedom, parameters can be chosen to cause its ground state to be identical to that of Go-type lattice models, for which the global ground states are known.
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