phc[solve]  - solves a system of polynomial equations

Calling Sequence

     L = solve(T)

Parameters

      T - a 0-dimensional system

Return value

      L - the list of solutions

Description

Examples

>    with(phc): setPHCloc("C:\\PHCmaple"):

>    T := makeSystem([x,y,z], [], [x^2-2*x*z+5,x*y^2+y*z,3*y^2-8*z^2]):

>    T:-vars; T:-polys;

>    solutions := solve(T):

>    printSolutions(T,solutions):

(1) [x = .758992327488660e-10-2.23606797697157*I, y = .226759888535263e-9+.743999115625533e-10*I, z = .758992327488660e-10+.528217311456491e-9*I]

(2) [x = -.758992327488660e-10+2.23606797697157*I, y = .226759888535263e-9+.743999115625533e-10*I, z = -.758992327488660e-10-.528217311456491e-9*I]

>    map(s->s:-coords, solutions);

See Also

phc , phc[solve] , phc[track] , phc[embed] , phc[drawPaths]

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