Xref: utzoo comp.sys.mac:25112 sci.math:5353 sci.math.symbolic:522 Path: utzoo!attcan!uunet!lll-winken!lll-ncis!helios.ee.lbl.gov!nosc!ucsd!ucbvax!ucbarpa.Berkeley.EDU!rimey From: rimey@ucbarpa.Berkeley.EDU (Ken Rimey) Newsgroups: comp.sys.mac,sci.math,sci.math.symbolic Subject: Re: MATHEMATICA on the MAC II -- Summary Summary: Macsyma can too solve ode's. Message-ID: <27535@ucbvax.BERKELEY.EDU> Date: 14 Jan 89 03:05:15 GMT References: <66958GFX@PSUVM> <67374GFX@PSUVM> Sender: usenet@ucbvax.BERKELEY.EDU Reply-To: rimey@ucbarpa.Berkeley.EDU (Ken Rimey) Organization: University of California, Berkeley Lines: 47 In article <67374GFX@PSUVM> GFX@PSUVM.BITNET writes: >... I also received some comments on a soon-to-be-released symbolic >processor "Maple" developed by U. of Waterloo. Maple has been available under Unix for years. >.... >Just in case that might be of interest to anyone: my question was prompted >by the remark made by a prof of optimal control that MacSyma was unable to >solve even relatively simple differential equations. The specifics: > > x'(t) = (N - x(t)) * (a + bx(t)) The remark is wrong. [arpa]-> vaxima Vaxima 2.11 in Franz Lisp opus 43.1 Fri Aug 28 15:05:23 1987 (c_1) load("ode2"); /g/2.0/mac/share/ode2.l being loaded. ;; Loading file "/g/2.0/mac/share/ode2.l" (d_1) /g/2.0/mac/share/ode2.l (c_2) eq: 'diff(x,t) = (N - x) * (a + b * x); dx (d_2) -- = (n - x) (a + b x) dt (c_3) ode2(eq, x, t); - log(- n + x) + log(a + b x) (d_3) ----------------------------- = %c + t a + b n >From what I read, I am inclined to think that symbolic processors have >a rather limited expertise... Stephane Maybe, but not as limited as you suggested. Ken Rimey rimey@arpa.berkeley.edu ucbvax!rimey