Join the dots

The locating chromatic number of the join of graphs

‎Let $f$ be a proper $k$-coloring of a connected graph $G$ and‎ ‎$Pi=(V_1,V_2,ldots,V_k)$ be an ordered partition of $V(G)$ into‎ ‎the resulting color classes‎. ‎For a vertex $v$ of $G$‎, ‎the color‎ ‎code of $v$ with respect to $Pi$ is defined to be the ordered‎ ‎$k$-tuple $c_{{}_Pi}(v)=(d(v,V_1),d(v,V_2),ldots,d(v,V_k))$‎, ‎where $d(v,V_i)=min{d(v,x):~xin V_i}‎, ‎1leq ileq k$‎. ‎If‎ ‎distinct...

'The dots just don't join up': Understanding the support needs of families of children on the autism spectrum.

Much research has documented the elevated levels of stress experienced by families of autistic children. Yet remarkably little research has examined the types of support that these families perceive to be beneficial to their lives. This study, co-produced by researchers and school-based professionals, sought to establish these families' support needs from their own perspectives. In total, 139 p...

Multi-way spatial join selectivity for the ring join graph

Efficient spatial query processing is very important since the applications of the spatial DBMS (e.g. GIS, CAD/CAM, LBS) handle massive amount of data and consume much time. Many spatial queries contain the multi-way spatial join due to the fact that they compute the relationships (e.g. intersect) among the spatial data. Thus, accurate estimation of the spatial join selectivity is essential to ...

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als (researchers for research reviews, clinicians for clinical perspectives) with expertise or extensive experience in the paper's subject area. Reviewers are blinded as to the authors' names. Reviewers of research reviews are asked to focus on scientific interest and soundness, and reviewers of clinical perspectives are asked to affirm that the paper discusses highly significant concerns among...

JOIN(X): Constraint-Based Type Inference for the Join-Calculus