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    Equation of relation that has mulitple y points

    Well, I am looking for the smallest degree function. There is no restriction that it should be polynomial even.( May be aCos(x)+bSin(x) etc. ). What I am looking for is a technique that can take advantage of the fact that it has multiple candidate y points for each x. Many traditional curve...
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    Equation of relation that has mulitple y points

    Hi, well I need something close to curve fitting. But I am not sure if it could serve the purpose. The problem is as below: Suppose, I have the following relation X r Y. Here X is a natural number set. Suppose we have "k" sets,D1,D2,..Dk of selected datapoints over natural number, such that the...
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    Can an Equation Solver Handle Lattice Functions with Join and Meet Operators?

    Hi, I need some direction help. The problem I am facing is related to solutions of equations , where equations are montone functions over complete lattice , operators being meet and join and the solution set should range over elements of lattice. Normally data flow analysis problems in...
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