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In support, the authors point to their (very nice) previous work that suggests that MT orientation is controlled by stresses in the tissue, which can be deduced from organ shape (Introduction, paragraph 2).
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Remember that all great speeches (and even those not so great) require "shape": the introduction, the stuffings (the body), and the "outro" or conclusion.
Finally, how important is it to provide strong focusing through constraints by means of materials, shaping, explicit introduction of rules, and reinforcement contingencies?
Our analysis of factors affecting IS implementation, consistent with that of Sein and colleagues [ 74] also shows that the distinct interests and roles of different sets of actors are critical in shaping IS introduction and use – and affect the dialectic that our adapted structurationist framing of IS implementation seeks to explain.
This is the main argument of this paper as it sets the stage for any discussion of the potential of open source as well as the shape of its introduction in the life sciences.
SHAPE enabled the introduction of LSE as part of the core curriculum in primary education.
This paper examines a portion of Lake Superior's shoreline where coastal landscape has been shaped by the introduction of 25 billion kg of stamp sand from the copper industry and subsequent dynamics associated with longshore currents.
As expected, the introduction of shape constraints had the additional effect of generally improving the accuracy of automatic measurements.
In this section, we present the overall algorithm for quantizing every sequence of K LSF vectors, based on the LT model presented in Section 2. As mentioned in the introduction, the shape of spectral parameter trajectories can vary widely, depending on, for example, the length of the considered section, the phoneme sequence, the speaker, the prosody, or the rank of the LSF.
As shown in the introduction, the shape of the tool-handle cannot be determined using traditional methods with recommendations, anthropometric measurements, or simple mathematical models.
Algebraic geometry begins with what we referred to in the introduction as shapes, for example lines y = ax+b, circles x²+y² = r², spheres x²+y²+z² = r², conic sections f x, y) = 0 where f is a quadratic polynomial in x and y, quadric surfaces f x, y, z) = 0 with f again quadratic, and so on.
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