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A sample log of using ox_math from kan/sm1.

%% $OpenXM: OpenXM/src/ox_math/documents/samplelog-sm1.txt,v 1.1 1999/11/05 03:00:34 takayama Exp $
samplelog-sm1.txt  :  sm1 $B$+$i(B, ox_math $B$r8F$S=P$9Nc(B.
$BNcBj$O(B, Mathematica Book (S.Wolfram) A Tour of Mathematica $B$h$j(B
$B$H$C$?(B.

1999, 11/5 Fri, 11:20:

[nobuki@yama nobuki]$ sm1

Kan/StackMachine1                         1991 April --- 1998.
                              Release 2.991030 (C) N. Takayama
gc 4.14 (C) Boehm, Demers, GNU MP 2.0.2 (C) Free Software Foundation,
Open XM. 
This software may be freely distributed as is with no warranty expressed.
Info: http://www.math.kobe-u.ac.jp/KAN, kan@math.kobe-u.ac.jp. ? for help.

Ready

sm1>macro package : dr.sm1,   9/26,1995 --- Version 9/8, 1999. 
sm1>macro package : module1.sm1, 1994 -- Nov 8, 1998

sm1>(ox.sm1) run ;
ox.sm1, --- open sm1 protocol module 10/1,1999  (C) N.Takayama. oxhelp for help
sm1>(ox_launch) usage ;
 [remote remote-OpenXM-bin remote-ox-server remote-login-name myhostname] 
  ox_launch  client 
Example 1: 
 [(tau.math.kobe-u.ac.jp) (/home/taka/OpenXM/bin) 
  (/home/taka/OpenXM/src/ox_math/ox_math) (taka) (dc4.math.kobe-u.ac.jp) 
 ] ox_launch /@@@.oxmath set 
sm1> [(tau.math.kobe-u.ac.jp) (/home/taka/OpenXM/bin) 
  (/home/taka/OpenXM/src/ox_math/ox_math) (taka) (yama.math.kobe-u.ac.jp)
] ox_launch /@@@.oxmath set ;
Hello from open. serverName is yama.math.kobe-u.ac.jp and portnumber is 0
Done the initialization. port =1026
[    4 , 1026 , 3 , 1024 ] 
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   "
[ 
taka@tau.math.kobe-u.ac.jp's password: 
Trying to accept... Accepted.
Trying to accept... Accepted.

Control port 1024 : Connected.

Stream port 1026 : Connected.
Byte order for control process is network byte order.
Byte order for engine process is network byte order.
sm1>@@@.oxmath (N[Sqrt[10],40]) oxsubmit ;
sm1>@@@.oxmath oxpopcmo ::
$3.16227766016837933199889354443271853372$
sm1>@@@.oxmath (FindRoot[BesselJ[0,x],{x,10.5}) oxsubmit ;
sm1>@@@.oxmath ::
[    $client$ , Name=Buffered IO by FILE2, FILE *=82d2000  , 1026 , 5 , 1024 , 0 , 0 , 0 , 0 , 0 , %[null] , 0 , 0 ] 
sm1>@@@.oxmath oxpopcmo ::
Class.indeterminate $$Failed$
sm1>@@@.oxmath (FindRoot[BesselJ[0,x],{x,10.5}]) oxsubmit ;
sm1>@@@.oxmath oxpopcmo ::
[    $List$ , [    $Rule$ , Class.indeterminate $x$ , $18.071063872589566$ ]  ] 
sm1>@@@.oxmath (NIntegrate[Sin[Sin[x]], {x,0,Pi}]) oxsubmit ;
sm1>@@@.oxmath oxpopcmo ::
$1.7864874819500596$
sm1>@@@.oxmath (FactorInteger[ 20654065386]) oxsubmit ;
sm1>@@@.oxmath oxpopcmo ::
[    $List$ , [    $List$ , 2 , 1 ]  , [    $List$ , 3 , 2 ]  , [    $List$ , 43 , 1 ]  , [    $List$ , 26684839 , 1 ]  ] 

sm1>@@@.oxmath (Plot[Sin[x^3],{x,-2,2}]) oxsubmit ;
Plot $B$rMj$`$H(B Mathematica $B$O0J2<$N$h$&$J5pBg$J%G!<%?$r$*$/$j$+$($7$F$-$F(B
$B$/$l$k(B.
..........
$0.058848715846176042$ , $0.00020380318568878926$ ]  , [    $List$ , $0.063925582957708782$ , $0.00026123062327715319$ ]  , [    $List$ , $0.075483797260236019$ , $0.00043009184219683475$ ]  , [    $List$ , $0.085389058362520226$ , $0.00062259645710993009$ ]  , [    $List$ , $0.094800203092095747$ , $0.00085197676453212636$ ]  , [    $List$ , $0.1124643743927272$ , $0.001422475413813041$ ]  , [    $List$ , $0.13147941741224145$ , $0.0022728613274591624$ ]  , [    $List$ , $0.15222475922816323$ , $0.0035274022435660929$ ]  , [    $List$ , $0.17456638178891035$ , $0.0053196098687267566$ ]  , [    $List$ , $0.19560281767103044$ , $0.0074837843683483452$ ]  , [    $List$ , $0.2349136621617281$ , $0.012963213138804636$ ]  , [    $List$ , $0.27724798215631957$ , $0.021309453311807332$ ]  , [    $List$ , $0.32301927231130739$ , $0.033697918471413596$ ]  , [    $List$ , $0.36298144245228797$ , $0.047806582612823653$ ]  , [    $List$ , $0.40682416150617157$ , $0.06728093428390626$ ]  , [    $List$ , $0.49531661779027614$ , $0.12122139733321755$ ]  , [    $List$ , $0.577319191041195$ , $0.19123382135485076$ ]  , [    $List$ , $0.66518232937340627$ , $0.29009067257088256$ ]  , [    $List$ , $0.83898250724819956$ , $0.55682026463112355$ ]  , [    $List$ , $0.92597335379970913$ , $0.71313087969680655$ ]  , [    $List$ , $1.0064165849354911$ , $0.85177998519206055$ ]  , [    $List$ , $1.0467183689036557$ , $0.91145412211964616$ ]  , [    $List$ , $1.0845351444477094$ , $0.95675903914962124$ ]  , [    $List$ , $1.1035191959241926$ , $0.97435028116126077$ ]  , [    $List$ , $1.1239738197801938$ , $0.98864205621250267$ ]  , [    $List$ , $1.1350366272041006$ , $0.99411754672915609$ ]  , [    $List$ , $1.14059782862615$ , $0.99622480932896185$ ]  , [    $List$ , $1.1466780326819648$ , $0.99801217555180666$ ]  , [    $List$ , $1.1518918871031776$ , $0.9991011313229109$ ]  , [    $List$ , $1.1548094669240425$ , $0.99952695300130912$ ]  , [    $List$ , $1.1574591361017637$ , $0.99979730104303988$ ]  , [    $List$ , $1.1626173398883621$ , $0.99999976249588263$ ]  , [    $List$ , $1.167484562435281$ , $0.99978970359145969$ ]  , [    $List$ , $1.1723357744205902$ , $0.99918289320997544$ ]  , [    $List$ , $1.1775447829536554$ , $0.99807854960111486$ ]  , [    $List$ , $1.1824617391562282$ , $0.99659548150788801$ ]  , [    $List$ , $1.1869521986730704$ , $0.99485858038227182$ ]  , [    $List$ , $1.1979348243966028$ , $0.98902406922202202$ ]  , [    $List$ , $1.2083558624748583$ , $0.98132703485916639$ ]  , [    $List$ , $1.2190984883554299$ , 
......

sm1>
@@@.oxmath (Integrate[x/(1-x^3),x]) oxsubmit ;
sm1>@@@.oxmath oxpopcmo ::
[    $Plus$ , [    $Times$ , -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 ]  ]  ]  ]  ] 

sm1>@@@.oxmath ( <<Polyhedra.m ) oxsubmit ;
sm1>@@@.oxmath oxpopcmo ::
Class.indeterminate $$Failed$   $B%U%!%$%k$OFI$_9~$a$J$$(B.