There are currently text mining tools that target some of the aspects of the Variome Annotation Schema, but several of the concepts and most of the relation types we introduce have not been previously considered for text mining.
We discuss why standard IV approaches are not generally useful for investigating the shape of nonlinear relations, and we introduce a novel method for the estimation of localized average causal effects at different levels of the exposure distribution.
To capture the relations in texts, we introduce 16 generic patterns to identify non-specific relations, based on the sentence structure.
For the volume change, we introduce relation-based watermarking method by modifying groups of the energy relation of three adjacent DWT coefficient sections.
We introduce a relation on X by x ⪯ y if and only if y ≤ x.
These manifolds are simply connected, hence by van Kampen we introduce the relation ( R_j x) = 1), and finally one obtains a M with fundamental group (cong Gamma ).
Additionally, in order to investigate the relation between elements in IR, we introduce the Hausdorff-Pompeiu metric [26] on IR, i.e., H a,b =maxbigl{ biglvert a^{L}-b^{L}bigrvert,biglvert a^{R}-b^{R}bigrvert bigr}.
In this paper, we introduce symmetric variational relation problems and establish the existence theorem of solutions of symmetric variational relation problems.
We introduce generic relations covering authenticity, integrity, availability and confidentiality.
So for an operator □ interpreted as necessity, we introduce a corresponding relation R on the set of possible worlds W, traditionally called the accessibility relation.
