Annotation of OpenXM/src/ox_math/documents/samplelog-sm1.txt, Revision 1.1
1.1 ! takayama 1: %% $OpenXM$
! 2: samplelog-sm1.txt : sm1 $B$+$i(B, ox_math $B$r8F$S=P$9Nc(B.
! 3: $BNcBj$O(B, Mathematica Book (S.Wolfram) A Tour of Mathematica $B$h$j(B
! 4: $B$H$C$?(B.
! 5:
! 6: 1999, 11/5 Fri, 11:20:
! 7:
! 8: [nobuki@yama nobuki]$ sm1
! 9:
! 10: Kan/StackMachine1 1991 April --- 1998.
! 11: Release 2.991030 (C) N. Takayama
! 12: gc 4.14 (C) Boehm, Demers, GNU MP 2.0.2 (C) Free Software Foundation,
! 13: Open XM.
! 14: This software may be freely distributed as is with no warranty expressed.
! 15: Info: http://www.math.kobe-u.ac.jp/KAN, kan@math.kobe-u.ac.jp. ? for help.
! 16:
! 17: Ready
! 18:
! 19: sm1>macro package : dr.sm1, 9/26,1995 --- Version 9/8, 1999.
! 20: sm1>macro package : module1.sm1, 1994 -- Nov 8, 1998
! 21:
! 22: sm1>(ox.sm1) run ;
! 23: ox.sm1, --- open sm1 protocol module 10/1,1999 (C) N.Takayama. oxhelp for help
! 24: sm1>(ox_launch) usage ;
! 25: [remote remote-OpenXM-bin remote-ox-server remote-login-name myhostname]
! 26: ox_launch client
! 27: Example 1:
! 28: [(tau.math.kobe-u.ac.jp) (/home/taka/OpenXM/bin)
! 29: (/home/taka/OpenXM/src/ox_math/ox_math) (taka) (dc4.math.kobe-u.ac.jp)
! 30: ] ox_launch /@@@.oxmath set
! 31: sm1> [(tau.math.kobe-u.ac.jp) (/home/taka/OpenXM/bin)
! 32: (/home/taka/OpenXM/src/ox_math/ox_math) (taka) (yama.math.kobe-u.ac.jp)
! 33: ] ox_launch /@@@.oxmath set ;
! 34: Hello from open. serverName is yama.math.kobe-u.ac.jp and portnumber is 0
! 35: Done the initialization. port =1026
! 36: [ 4 , 1026 , 3 , 1024 ]
! 37: Executing the command : ssh -f tau.math.kobe-u.ac.jp -l taka "/home/taka/OpenXM/bin/oxlog /usr/X11R6/bin/xterm -icon -e /home/taka/OpenXM/bin/ox -reverse -ox /home/taka/OpenXM/src/ox_math/ox_math -host yama.math.kobe-u.ac.jp -data 1026 -control 1024 -pass 269770415 "
! 38: [
! 39: taka@tau.math.kobe-u.ac.jp's password:
! 40: Trying to accept... Accepted.
! 41: Trying to accept... Accepted.
! 42:
! 43: Control port 1024 : Connected.
! 44:
! 45: Stream port 1026 : Connected.
! 46: Byte order for control process is network byte order.
! 47: Byte order for engine process is network byte order.
! 48: sm1>@@@.oxmath (N[Sqrt[10],40]) oxsubmit ;
! 49: sm1>@@@.oxmath oxpopcmo ::
! 50: $3.16227766016837933199889354443271853372$
! 51: sm1>@@@.oxmath (FindRoot[BesselJ[0,x],{x,10.5}) oxsubmit ;
! 52: sm1>@@@.oxmath ::
! 53: [ $client$ , Name=Buffered IO by FILE2, FILE *=82d2000 , 1026 , 5 , 1024 , 0 , 0 , 0 , 0 , 0 , %[null] , 0 , 0 ]
! 54: sm1>@@@.oxmath oxpopcmo ::
! 55: Class.indeterminate $$Failed$
! 56: sm1>@@@.oxmath (FindRoot[BesselJ[0,x],{x,10.5}]) oxsubmit ;
! 57: sm1>@@@.oxmath oxpopcmo ::
! 58: [ $List$ , [ $Rule$ , Class.indeterminate $x$ , $18.071063872589566$ ] ]
! 59: sm1>@@@.oxmath (NIntegrate[Sin[Sin[x]], {x,0,Pi}]) oxsubmit ;
! 60: sm1>@@@.oxmath oxpopcmo ::
! 61: $1.7864874819500596$
! 62: sm1>@@@.oxmath (FactorInteger[ 20654065386]) oxsubmit ;
! 63: sm1>@@@.oxmath oxpopcmo ::
! 64: [ $List$ , [ $List$ , 2 , 1 ] , [ $List$ , 3 , 2 ] , [ $List$ , 43 , 1 ] , [ $List$ , 26684839 , 1 ] ]
! 65:
! 66: sm1>@@@.oxmath (Plot[Sin[x^3],{x,-2,2}]) oxsubmit ;
! 67: Plot $B$rMj$`$H(B Mathematica $B$O0J2<$N$h$&$J5pBg$J%G!<%?$r$*$/$j$+$($7$F$-$F(B
! 68: $B$/$l$k(B.
! 69: ..........
! 70: $0.058848715846176042$ , $0.00020380318568878926$ ] , [ $List$ , $0.063925582957708782$ , $0.00026123062327715319$ ] , [ $List$ , $0.075483797260236019$ , $0.00043009184219683475$ ] , [ $List$ , $0.085389058362520226$ , $0.00062259645710993009$ ] , [ $List$ , $0.094800203092095747$ , $0.00085197676453212636$ ] , [ $List$ , $0.1124643743927272$ , $0.001422475413813041$ ] , [ $List$ , $0.13147941741224145$ , $0.0022728613274591624$ ] , [ $List$ , $0.15222475922816323$ , $0.0035274022435660929$ ] , [ $List$ , $0.17456638178891035$ , $0.0053196098687267566$ ] , [ $List$ , $0.19560281767103044$ , $0.0074837843683483452$ ] , [ $List$ , $0.2349136621617281$ , $0.012963213138804636$ ] , [ $List$ , $0.27724798215631957$ , $0.021309453311807332$ ] , [ $List$ , $0.32301927231130739$ , $0.033697918471413596$ ] , [ $List$ , $0.36298144245228797$ , $0.047806582612823653$ ] , [ $List$ , $0.40682416150617157$ , $0.06728093428390626$ ] , [ $List$ , $0.49531661779027614$ , $0.12122139733321755$ ] , [ $List$ , $0.577319191041195$ , $0.19123382135485076$ ] , [ $List$ , $0.66518232937340627$ , $0.29009067257088256$ ] , [ $List$ , $0.83898250724819956$ , $0.55682026463112355$ ] , [ $List$ , $0.92597335379970913$ , $0.71313087969680655$ ] , [ $List$ , $1.0064165849354911$ , $0.85177998519206055$ ] , [ $List$ , $1.0467183689036557$ , $0.91145412211964616$ ] , [ $List$ , $1.0845351444477094$ , $0.95675903914962124$ ] , [ $List$ , $1.1035191959241926$ , $0.97435028116126077$ ] , [ $List$ , $1.1239738197801938$ , $0.98864205621250267$ ] , [ $List$ , $1.1350366272041006$ , $0.99411754672915609$ ] , [ $List$ , $1.14059782862615$ , $0.99622480932896185$ ] , [ $List$ , $1.1466780326819648$ , $0.99801217555180666$ ] , [ $List$ , $1.1518918871031776$ , $0.9991011313229109$ ] , [ $List$ , $1.1548094669240425$ , $0.99952695300130912$ ] , [ $List$ , $1.1574591361017637$ , $0.99979730104303988$ ] , [ $List$ , $1.1626173398883621$ , $0.99999976249588263$ ] , [ $List$ , $1.167484562435281$ , $0.99978970359145969$ ] , [ $List$ , $1.1723357744205902$ , $0.99918289320997544$ ] , [ $List$ , $1.1775447829536554$ , $0.99807854960111486$ ] , [ $List$ , $1.1824617391562282$ , $0.99659548150788801$ ] , [ $List$ , $1.1869521986730704$ , $0.99485858038227182$ ] , [ $List$ , $1.1979348243966028$ , $0.98902406922202202$ ] , [ $List$ , $1.2083558624748583$ , $0.98132703485916639$ ] , [ $List$ , $1.2190984883554299$ ,
! 71: ......
! 72:
! 73: sm1>
! 74: @@@.oxmath (Integrate[x/(1-x^3),x]) oxsubmit ;
! 75: sm1>@@@.oxmath oxpopcmo ::
! 76: [ $Plus$ , [ $Times$ , -1 , [ $Power$ , 3 , [ $Rational$ , -1 , 2 ] ] , [ $ArcTan$ , [ $Times$ , [ $Power$ , 3 , [ $Rational$ , -1 , 2 ] ] , [ $Plus$ , 1 , [ $Times$ , 2 , Class.indeterminate $x$ ] ] ] ] ] , [ $Times$ , [ $Rational$ , -1 , 3 ] , [ $Log$ , [ $Plus$ , -1 , Class.indeterminate $x$ ] ] ] , [ $Times$ , [ $Rational$ , 1 , 6 ] , [ $Log$ , [ $Plus$ , 1 , Class.indeterminate $x$ , [ $Power$ , Class.indeterminate $x$ , 2 ] ] ] ] ]
! 77:
! 78: sm1>@@@.oxmath ( <<Polyhedra.m ) oxsubmit ;
! 79: sm1>@@@.oxmath oxpopcmo ::
! 80: Class.indeterminate $$Failed$ $B%U%!%$%k$OFI$_9~$a$J$$(B.
! 81:
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