scaling tolerance by CTX::instance()->lc when establishingcorrespondence of node between periodic surfaces

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ensure coherence of periodic boundaries when optimize high order. Includes reorientation of periodic faces/edges to ensure coherent orientation

discreteDiskFace: Higher order nodes of the Dirichlet BC's are not mapped on the circle, there are barycenter of the boundary edge.

(1) adpatation of scaled Jacobian measure to triangles, tets, prisms and pyramids. (2) improvement of anisotropy measure.

better quality measure for prisms? + hexes and prisms that are known to be invalid have now a quality equal to 0

plugin for hiding all the elements except a layer around some given elements. To be integrated to the visibility window instead?

periodicities between at least two faces that have the edge in common.
If explanation needed, contact KH.

add getValidity() function to MElement class. Return an int. Just check if this int is positive to know if the element is valid. When orientation is not a problem, checking if the int is true is sufficient. -1 means the element is possibly invalid or just has an incorrect numbering of the nodes.

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The mesher cannot be used yet, but the parametrization does work !
Todo: partioning for large aspect ratio, check if each part is connected, make discreteEdges (for mesher)

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previous commits (disabling Nagle's buffering algorithm) seem to fix the performance problem for TCP/IP connections on Linux

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are not affected by node repositioning