2015-11-16 16:54:21 +00:00
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-- Basic fusion
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import algebra.simplifier
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open algebra
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universe l
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constants (T : Type.{l}) (s : algebra.comm_ring T)
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constants (x1 x2 x3 x4 : T) (f g : T → T)
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attribute s [instance]
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2015-11-17 01:48:59 +00:00
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set_option simplify.max_steps 50000
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2015-11-16 16:54:21 +00:00
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set_option simplify.fuse true
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#simplify eq simplifier.som 0 x1
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#simplify eq simplifier.som 0 x1 + x1
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#simplify eq simplifier.som 0 (x1 + x1) + x1
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#simplify eq simplifier.som 0 (x1 + x1) + (x1 + x1)
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#simplify eq simplifier.som 0 x1 + x1 + x1 + x1
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#simplify eq simplifier.som 0 x1 + x1 + (x1 + x1) + x1
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#simplify eq simplifier.som 0 x1 - x1
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#simplify eq simplifier.som 0 (x1 - x1) + x1
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#simplify eq simplifier.som 0 (x1 + x1) - (x1 + x1)
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#simplify eq simplifier.som 0 x1 + x1 - x1 - x1
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#simplify eq simplifier.som 0 x1 + x1 + (x1 + x1) + x1
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#simplify eq simplifier.som 0 (x1 - x2) + x2 - x1
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#simplify eq simplifier.som 0 (x1 + x1 + x2 + x1) - 2* x2 + 1 * x2 - 3 * x1
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#simplify eq simplifier.som 0 x2 + x1 - x2 - - x1
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#simplify eq simplifier.som 0 (x1 - 2 * x3 * x2) + x2 * x3 * 3 - 1 * 0 * x1 * x2
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2015-11-17 01:48:59 +00:00
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#simplify eq simplifier.som 0 x2 + x1 - x2 - (- x1)
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