Sentence examples for dimensions can be found from inspiring English sources
Complementary angular dimensions can be found in Pierre Legrain's Chaise Africaine from the 1920s (top right) and, more recently, in Donna Karan's leather pendant necklace (top center).
The dimensions can be found in the Calibration Database "geom" file (e.g., telD1999-07-23geomN0004.fits), as header keywords or tabulated values.
He also discovered a method for obtaining one curve from another, by means of which planar regions of finite dimensions can be found that are equal in area to the regions between certain curves and their asymptotes (lines that the curves approach but never intersect).
The exact dimensions can be found in Table 3.
Thus the results from pDFA did not support the idea that dominance status can be extracted from the acoustical characteristics of single giggles but instead showed that there is enough individual information in giggle notes that particular acoustical dimensions can be found to coarsely separate our 17 hyenas into two arbitrary groups.
We only show the results of P-CENI when the dimensionality of projected space is exactly the critical dimension, since the critical dimension can be found before clustering.
If it is known a priori that the structure is a fractal in the high number limit, the fractal dimension can be found straight from the first iteration.
Furthermore, by allowing the output vector dimension vary during the synthesis process, the most suitable FV dimension can be found concurrently in a single experiment, obviating the need to perform separate experiments with different (fixed) FV dimensions.
Many results concerning the existence and uniqueness of (weak, strong or smooth) solutions in one dimension can be found in (Chen and Wang [2002], [2003]; Kawashima and Okada [1982]) and the references cited therein.
A full table containing all items assessing psychosocial working conditions that have been used in the surveys and that were sorted into the 34 dimension can be found in Additional file 1.
A thorough description of the G-dimension can be found in [9], but for our purposes here let us just mention that this result implies that the Bergman space is infinite-dimensional over C as any space of positive G-dimension is infinite-dimensional over C.
