Two types of relations are divided.
Fig. 1 Key elements of microblogging Fig. 2 Two types of relations among microblog users (from user A's perspective).
ASes connect with one another mostly through two types of relations: customer-provider (or "transit") links and settlement-free peering links.
In Figurative Equivalence two types of relations are detected: Metonymy and Metaphor, meaning that the recipient of the multimodal message considers two entities as semantically equal despite that each media presents a different entity.
There are two types of relations between problems: (1) the problems which have the same/similar surface structures (situations) but have different physical structures (instantiated model fragments belong to different classes) and (2) those which have different surface structures (situations) but have the same/similar physical structures (instantiated model fragments belong to the same classes).
These two types of relations are illustrated below (topical Themes are italicised, implicit topical Themes are italicised and placed in square brackets, linking devices are underlined, and binding devices are in bold): 1- The total sales (Th) were $39,547,000 in the last 5 years, and our current market share (Th) is 64.3 % (Rh).
The Leavitt path algebra of the separated graph ( E, C ) with coefficients in the field K is the quotient of K E ^ by the ideal generated by these two types of relations: (SCK1) for each X ∈ C, e ∗ f = δ e, f r ( e ) for all e, f ∈ X, and (SCK2) for each non-sink v ∈ E 0, v = ∑ e ∈ X e e ∗ for every finite X ∈ C v. . for each X ∈ C, e ∗ f = δ e, f r ( e ) for all e, f ∈ X, and.
There are three types of relation ship between the nodes in this algorithm.
Relational processes construe the experiences of being and relate one fragment of experience to another through attribution (e.g., 'I'm okay') or identification (e.g., 'I'm that odd person') and are divided into three types of relation: intensive, possessive, and circumstantial.
Specifically, we create four binary features that encode whether argument e2 is related to predicate e1 through the four types of relations, and another four binary features that encode whether argument e1 is related to predicate e2 through the four types of relations.
