Sentence examples for system inscribed from inspiring English sources

"Unlike the works on paper which have a numbered system inscribed on them, the sculptures are more in flux and have been arranged in differing positions each time this work has been installed," Witko explains, "A key thrust of the work is the element of juxtaposition and unexpected connections that are made between differing parts of the work as well as between the work and your own life.

The system further differentiates inscribed attitudes that are made explicitly, using attitudinal lexis, from invoked attitudes or tokens that are evoked through less explicit descriptions of one's experience.

Moreover, Stiegler suggests that without these technically inscribed memory systems we would not be able to exist in time.

In the hexagonal cell structure, the system service range is the inscribed circle of radius R, which is divided into the center region and the peripheral region.

Therefore, in the reduced coordinate system the radius of the inscribed sphere is (5) r = 4 3 R = 4 3 × 1 4 = 1 3.

Indeed, the dimensions we have described here were to some degree outcomes of the value we (as researchers) attributed to (or inscribed into) EHR systems [ 67], depending on each researcher's background, expertise and beliefs.

Similarly, Hood and Martin ([2007]) draw on the Attitude system to argue that academic writers utilised inscribed attitude in the construction of arguments within their research.

The method described in Section 3.1 is used to analyze the characteristics of human visual system (HVS) of each sub-block in inscribed square region so as to determine the best embedding capacity of each sub-block.

The method described in Section 3.1 is used to analyze the characteristics of human visual system (HVS) of each sub-block in inscribed square region as so as to determine the best embedding capacity of each sub-block.

This works because any "inscribed" 90 degree angle bisects the inscribing circle.

1) In the previous mapping system with the regular tetrahedron, calculation of the radius of the inscribed sphere is "a mathematical error".