Sentence examples for discrete discrepancies from inspiring English sources

The bluntness correction applied to the indentation data for a 200 nm-thick SiO2 coating on Si substrate yielded not only roughly overlapped nanoindentation curves but also discrete discrepancies at low and peak load regimes.

In this paper, the popular discrete discrepancy is extended to the so-called generalized discrete discrepancy.

These connections provide strong statistical justification of generalized discrete discrepancy.

Here we present an improved lower bound to discrete discrepancy.

However, the discrete discrepancy is mainly good for two-level factorial designs.

In recent years, there has been increasing interest in the study of discrete discrepancy.

Various discrepancies have been defined in uniform designs, such as centered L2-discrepancy, wrap-around L2-discrepancy and discrete discrepancy.

The Lee discrepancy can expand the relationships between the discrete discrepancy and some criteria for factorial designs with multiple levels.

Among them the discrete discrepancy can explore relationships among uniform designs, fractional factorial designs, and combinational designs.

Based on the discrete discrepancy, the link between uniform designs, and resolvable packings and coverings in combinatorial theory is developed.

A lower bound of generalized discrete discrepancy is also obtained, which serves as an important benchmark of design uniformity.