Annotation of OpenXM/doc/calc2000p/calc2000.tex, Revision 1.3
1.3 ! noro 1: %$OpenXM: OpenXM/doc/calc2000p/calc2000.tex,v 1.2 2000/06/30 00:33:34 noro Exp $
1.1 noro 2: %% You need acmconf.cls and flushend.sty to compile this file.
3: %% They may be obtained from
4: %% http://riksun.riken.go.jp/archives/tex-archive/macros/latex/contrib/supported/acmconf/
5: \documentclass[notitlepage]{book}
6: \usepackage{behringer1}
7: %\documentclass{article}
8: %% \CopyrightText{\copyright 2000, }
9: \IfFileExists{graphicx.sty}{\usepackage{graphicx}}{}
10: \IfFileExists{epsfig.sty}{\usepackage{epsfig}}{}
11: %\ConferenceName{ISSAC 2000, St. Andrews, UK, 2000}
12: %\ConferenceShortName{ISSAC2000}
13: \def\OpenXM{{\rm OpenXM\ }}
14:
15: \begin{document}
16: %\date{January 16, 2000}
17: \date{}
18: \title{OpenXM
19: --- an Open System \\ to Integrate Mathematical Software}
20: \author{
21: {\hfil}
22: \and
23: {Masahide Maekawa \quad Yukio Okutani}\\
24: {Nobuki Takayama \quad Yasushi Tamura}\\
25: Kobe University
26: \and
27: {\hfil}
28: \and
29: {Masayuki Noro}\\
30: {Fujitsu Labs}
31: \and
32: {Katsuyoshi Ohara}\\
33: {Kanazawa University}
34: }
35: \maketitle
36:
1.2 noro 37: OpenXM (Open message eXchange protocol for Mathematics)
38: is a project aiming to integrate data, control and user interfaces
39: with the following fundamental architecture.
40: \begin{enumerate}
41: \item Communication is an exchange of {\it OX (OpenXM) messages},
42: which are classified into three types:
43: DATA, COMMAND, and SPECIAL.
44: {\it OX data messages} wrap mathematical data.
45: We use standards of mathematical data formats such as OpenMath and MP
46: as well as our own data format {\it CMO}
47: ({\it Common Mathematical Object format}).
48: \item Each server, which provides services to other processes, is a stack machine. The stack machine is called the {\it OX stack machine}.
49: Existing mathematical software tools are wrapped with this stack machine.
50: \item Any server may have a hybrid interface;
51: it may accept and execute not only stack machine commands,
52: but also its original command sequences.
53: For example,
54: if we send the following string to the {\tt ox\_asir} server
55: (OpenXM server based on Risa/Asir)\\
56: \verb+ "fctr(x^100-y^100);"+\\
57: and call the stack machine command\\
58: \verb+ SM_executeStringByLocalParser+\\
59: then the server executes the asir command
60: \verb+fctr(x^100-y^100);+
61: (factorize $x^{100}-y^{100}$ over ${\bf Q}$)
62: and pushes the result onto the stack.
63: \item Network transparent supports for controlling servers are provided.
64: For example OpenXM defines a robust reset procedure to restart computations
65: without any confusion in I/O buffers.
66: It is very useful for debugging programs running on distributed environment.
67: \end{enumerate}
68: %OpenXM has been designed and implemented from experimental mathematician's
69: %point of view, i.e.,
70: OpenXM is supposed to be used to connect mathematical
71: softwares in the academic community and to test new ideas in distributed
72: algorithms in mathematics.
73: Currently the following servers are available in the OpenXM package.
74:
75: \begin{description}
76: \item{\tt ox\_asir}
77: A server for Risa/Asir, a general-purpose computer algebra
78: system. It provides almost
79: all functionalities of Risa/Asir such as polynomial factorization,
80: Gr\"obner basis computation and primary ideal decomposition.
81: \item{\tt ox\_sm1}
82: A server for Kan/sm1, a system for computation in
83: the ring of differential operators including computation of Gr\"obner bases
84: and cohomology groups.
85: \item {\tt ox\_phc}
86: A server for PHC pack, a general-purpose solver for
87: polynomial systems by homotopy continuation.
88: \item {\tt ox\_tigers}
89: A server for TiGERS, a system to enumerate
90: all Gr\"obner bases of affine toric ideals.
91: It can be used to determine the state polytope
92: of a given affine toric ideal.
93: \item {\tt ox\_gnuplot}
94: A server for GNUPLOT, a famous plotting tool.
95: \item {\tt ox\_math}
96: A server for Mathematica.
97: \item {\tt OMproxy}
98: A server for translation between CMO and OpenMath/XML expressions.
99: It is written in Java.
100: This module provides Java classes OXmessage, CMO, and SM
101: for the OpenXM protocol, too.
102: \end{description}
103: In addition to these servers, Risa/Asir, Kan/sm1 and Mathematica
104: can act as clients.
105: For example, the following is a command sequence to ask $1+1$ from
106: the Asir client to the {\tt ox\_sm1} server:
107: \begin{verbatim}
108: P = sm1_start(); ox_push_cmo(P,1); ox_push_cmo(P,1);
109: ox_execute_string(P,"add"); ox_pop_cmo(P);
110: \end{verbatim}
1.3 ! noro 111: The OpenXM package is currently implemented on TCP/IP,
1.2 noro 112: which uses the client-server model.
113: The OpenXM on MPI is currently tested on Risa/Asir,
114: where collective operations such as broadcast and reduction
1.3 ! noro 115: are implemented to achieve a real speedup for massively parallel computation.
! 116: C library interfaces are available for some servers.
1.2 noro 117: The source code and binary packages are distributed from
118: {\tt http://www.openxm.org}.
119: The current version is 1.1.2.
120: Documents and a full paper including references are available
1.3 ! noro 121: from this site, too.
1.1 noro 122: \end{document}
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