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last edited 11 years ago by test1 |
Edit detail for SandBoxSymbolic revision 1 of 35
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Editor: Bill Page
Time: 2008/05/22 13:01:43 GMT-7 |
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| Note: new | ||
changed: - \begin{axiom} a:Union(Symbolic,Integer) b:Union(Symbolic,Integer) c:=a*3-b*2 p:UP(x,Integer):=x*2-7 pc := p c f(x)==x^3-x^2+1 fb := f b a:=1 b:=-3 eval(pc,['a=a,'b=b]) eval(c,['a=a,'b=b]) eval(fb,['a=a,'b=b]) \end{axiom}
axioma:Union(Symbolic,Integer) Symbolic is not a valid type. b:Union(Symbolic,Integer) Symbolic is not a valid type. c:=a*3-b*2
 | (1) |
Type: Polynomial Integer
axiomp:UP(x,Integer):=x*2-7
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Type: UnivariatePolynomial?(x,Integer)
axiompc := p c
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Type: Fraction Polynomial Integer
axiomf(x)==x^3-x^2+1
Type: Void
axiomfb := f b
axiom
Compiling function f with type Variable b -> Polynomial Integer
 | (4) |
Type: Polynomial Integer
axioma:=1
 | (5) |
Type: PositiveInteger?
axiomb:=-3
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Type: Integer
axiomeval(pc,['a=a,'b=b])
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Type: Fraction Polynomial Integer
axiomeval(c,['a=a,'b=b])
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Type: Polynomial Integer
axiomeval(fb,['a=a,'b=b])
 | (9) |
Type: Polynomial Integer