Refining bibentry.

paper.bib

@@ -274,7 +274,7 @@ @article{luo_automatic_2004
   abstract     = {To achieve the exponential rates of convergence possible with the p-version finite element method requires properly constructed meshes. In the case of piecewise smooth domains, these meshes are characterized by having large curved elements over smooth portions of the domain and geometrically graded curved elements to isolate the edge and vertex singularities that are of interest. This paper presents a procedure under development for the automatic generation of such meshes for general three-dimensional domains defined in solid modeling systems. Two key steps in the procedure are the determination of the singular model edges and vertices, and the creation of geometrically graded elements around those entities. The other key step is the use of general curved element mesh modification procedures to correct any invalid elements created by the curving of mesh entities on the model boundary, which is required to ensure a properly geometric approximation of the domain. Example meshes are included to demonstrate the features of the procedure.}
 }
 @article{burstedde_coarse_2017,
-  title        = {Coarse {Mesh} {Partitioning} for {Tree}-{Based} {AMR}},
+  title        = {Coarse Mesh Partitioning for Tree-Based {AMR}},
   author       = {Burstedde, Carsten and Holke, Johannes},
   year         = 2017,
   journal      = {SIAM Journal on Scientific Computing},