The proposed algorithm suggests a new method for determination of K/S value of primaries based on linear least Squares Technique. By applying the matrix pseudoinverse, a modification is introduced to eliminate the limitation on the numbers of applied dyes in one – constant Kubelka-Munk theory. The selection of dyes for tristimulus matching are also done on the basis of the initial spectrophotom...

Barnette's Conjecture claims that all cubic, 3-connected, planar, bipartite graphs are Hamiltonian. We give a translation of this conjecture into the matching-theoretic setting. This allows us to relax requirement planarity equivalent Pfaffian, A graph, other than path length three, is brace if it and any two disjoint edges part perfect matching. Our perspective observe can be reduced planar br...

an algorithm is suggested for implementation of unlimited primaries in two-constants kubelka-munk color matching attempt. allens method for tristimulus color matching which was limited to four colorants in two constant theory, dealt with inversable matrices. by application of the pseudo-inverse, it is not necessary to limit the number of primary colors to four as allen suggested. the suggested ...

An elementary example of matching theory is the following puzzle (popularized by R. Gomory). Given a standard 8× 8 chessboard, can it always be covered by dominoes (a piece consisting of two squares) if one arbitrary black square and one arbitrary white square are deleted? The solution is given in the exercises. Another puzzle which involves the idea of matchings is the following Putnam problem...