Sentence examples for series of analytic from inspiring English sources

A veteran installation artist here shows a series of analytic yet evocative, grid-based photographic collages.

In the midst of this pictorial saturation, to which museums themselves contribute, willingly or not, Ms. Diller and Mr. Scofidio present what amounts to a series of analytic tools: X-rays into the structure of visual culture.

We will now exploit the relation between entropy and generation time to derive a series of analytic rules relating the macroscopic parameters metabolic rate, body size, and maximal life span with entropy.

This study demonstrates a series of analytic approaches that have allowed the implication of genes and regulatory elements that participate in the differentiation, maintenance, and function of the immune system.

In this work, a first attempt in this direction is made by devising and employing a novel technique using a series of analytic tools to solve the PMPI problem, and assess the quality of the derived solution.

On Thursday, Euclid also announced it was producing a series of analytics tools for specialty retailers, which it said would help stores make better decisions about things like operating hours and inventory.

The system then serves up real-time energy consumption data to facilities managers via a series of analytics dashboards.

Roch 's unit has created a series of patented analytic computer programs that can evaluate the medical effectiveness and cost-effectiveness of treatments across large populations.

As a consequence we get composition series of the analytic continuations of certain holomorphic discrete series and expansions of matrix-valued reproducing kernels.

Finally, in 2007, Tremblay and Fugère [12] obtained the power series of an analytic function f ( z ) in terms of an arbitrary function ( z − z 1 ) ( z − z 2 ), where z 1 and z 2 are two arbitrary points inside the analyticity region ℛ of f ( z ).

Tremblay and Fugère [40] developed the power series of an analytic function f ( z ) in terms of the function ( z − z 1 ) ( z − z 2 ), where z 1 and z 2 are two arbitrary points inside the analyticity region ℛ of f ( z ).