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Upsilon/poincare
Émilie Feral b60a6615b1 [poincare] In integral, improve integral approximation
Change-Id: If07ebbece7c8e49561db8f5f1a0c0ced4889467d
2017-01-27 11:16:33 +01:00
..
2017-01-18 15:06:37 +01:00
2016-03-18 14:32:59 +01:00

Things we will want to simplify:

 2.y.3 -> 6.y
 y.x.3 + x^2 +1 -> x^2 + 3*x*y + 1
Zeroes and ones
 x + 0 -> x
 1*x -> x
 x^1 -> x
 x^0 -> 1
Simplify fractions
 (x^2+5.x+6)/(x+2) -> x+3
Polynomials
 (x+1)^2-x^2 -> 2*x+1
Fractions
 (2*x)/(x^2-1) - 1/(x-1) -> 1/(x+1)
Functional identities
  ln(2x) - ln(x) -> ln(2)
  y*sin^2(x) + y*cos^2(x) -> y

Note : The simplification process can be interrupted! -> It probably browses a graph