1 The input of the bernstein executable consists of
2 - the parametric polytope in PolyLib notation
3 - the context in PolyLib notation
4 - a list of the names of the variables and the parameters
5 - the parametric polynomial in GiNac notation
7 For verification, each of the examples also includes the expected solution,
8 consisting of the number of domains and for each domain
9 - the constraints in PolyLib notation
10 - a list of all corresponding coefficients
11 - a list of minimal coefficients
12 - a list of maximal coefficients
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15 Brief description of examples:
18 basicLinear.matrix Simple Example with two parameters
19 and a linear Poly to test linear
20 coefficient comparison.
21 basicLinear.poly Same as the first, but in
22 testehrhart like format.
24 basicLinear2.matrix Similar to the first but with a
25 negative Parameter (Q).
27 basicTest.matrix Very simple example taken from a
28 real example from Memory Peak
31 basicTestParameterPosNeg.matrix Similar to the basic test but the
32 parameter can be negative.
34 linearExample.matrix A more complicated linear example
35 , with three variables and three
37 linearExample.poly Same as last, but in testehrhart
40 philippe.matrix Example from the doc.
42 philippe3vars.matrix Example from the doc, with 3
45 philippe3vars3pars.matrix Example from the doc, with 3
46 variables and with 3 parameters.
48 philippeNeg.matrix Example from the doc, with a
51 philippePolynomialCoeff.matrix Example from the doc, modified
53 (on the parameters) coefficients.
55 philippePolynomialCoeff1P.matrix Example from the doc, modified
57 (on the parameters) coefficients,
58 but with only one parameter to
59 test lex-order in coeff..
61 test3Deg3Var.matrix Test with polynomial of degree 3,
64 testDeg3.matrix Test with polynomial of degree 3.
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