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1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 | --Copyright The Numerical Algorithms Group Limited 1994.
-- X-External-Networks: yes
-- Date: Fri, 3 Apr 92 10:58:35 -0500
-- From: zwilling@world.std.com (Daniel Zwillinger)
-- To: axiom@watson.ibm.com
--
-- Enclosed is my test suite of integrals in MAPLE format.
-- I would appreciate you running it under AXIOM and returning the
-- results to me via email.
--
-- Thank you.
--
-- ----------------------------------------------------------------------
-- Daniel Zwillinger email: zwilling@world.std.com
-- 61 Highland Avenue phone: 617/646-8565
-- Arlington, MA 02174
-- Home of: Handbook of Differential Equations
-- Home of: Handbook of Integration
-- ----------------------------------------------------------------------
--
)clear all
)set break resume
i1 := integrate( sin(x), x)
--i2 := integrate( sqrt(tan(x)), x)
i3 := integrate( x/(x**3-1),x)
i4 := integrate( x/sin(x)**2, x)
i5 := integrate( log(x)/sqrt(x+1), x)
i6 := integrate( exp(-a*x**2), x)
i7 := integrate( x/(log(x))**3, x)
i8 := integrate( x/(sqrt(1+x)+sqrt(1-x)),x)
i9 := integrate( 1/(2+cos(x)),x)
i10:= integrate( sin(x)/x**2, x)
d1:= integrate( 1/(2+cos(x)),x=0..4*%pi)
)set mes test off
d2:= integrate( sin(x)/x,x=%minusInfinity..%plusInfinity)
)set mes test on
d3:= integrate( x**2/(1+x**3),x=0..%plusInfinity)
d4:= integrate( exp(-x)/sqrt(x),x=0..%plusInfinity)
d5:= integrate( exp(-x**2)*log(x)**2,x=0..%plusInfinity)
d6:= integrate( exp(-x)*log(x)**2*x**3,x=1..%plusInfinity)
d7:= integrate( exp(-x)*x**(1/3),x=1..%plusInfinity)
d8:= integrate( exp(-x)*x**2/(1-exp(-2*x)),x=0..%plusInfinity)
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