Sentence examples for mappings that we from inspiring English sources

After using the RML Validator against the RML Mappings that we generated to convert the Patent data, the output (available at https://datahub.io/dataset/linked-uspto-patent-data) revealed a high compliance of the mapping file to the RML regulations.

The limitations of this work include the following: The mappings that we have performed may contain errors, or be disputed by others.

This shows that our filter achieves what it intended to achieve, that is, to remove almost all mappings that we know to be false (e.g., mappings to chromosome Y in a female cell-line) while removing few other mappings.

In this section, we study nonlinear equations for pseudomonotone mappings; that is; we seek (xin C) such that Ax=f, quad fin X^{ast}, (3.1) where (A Crightarrow X^{ast}) is a nonlinear pseudomonotone mapping.

Corollary 3.2 improves Theorem of Takahashi and Zembayashi [5] from the class of relatively nonexpansive mappings to the class of relatively quasi-nonexpansive mappings, that is, we relax the strong restriction:.

(ii) Theorem 3.11 improves the algorithm in Theorem 3.1 of Nilsakoo and Saejung [19] from the Mann iteration process to modify Ishikawa iteration process and from countable relatively nonexpansive mappings to more general countable hemi-relatively nonexpansive mappings; that is, we relax the strong restriction.

To improve the quality of the mate pair mappings, we filter the mappings so that we only keep mappings that are consistent with other mate pairs mapping to approximately the same location.

We consider mapped multiblock domains for mappings that are conforming at inter-block boundaries.

In this paper, we present a new approach for validating schema mappings that allows the mapping designer to ask whether they have certain desirable properties.

This allows us to differentiate the two end-node mappings that result from an edge mapping (i, j ) ↔ (k, l ) : we term i ↔ k a tail-node mapping and j ↔ l a head-node mapping.

Given two pathway representations, we need to formalize the types of mappings that are allowed under the one-to-many mapping restrictions.