1 | WELCOME TO THE HOME FTP SITE OF SINGULAR -- A COMPUTER ALGEBRA SYSTEM FOR |
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2 | POLYNOMIAL COMPUTATIONS |
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3 | |
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4 | ANNOUNCING SINGULAR VERSION <x.y.z>: |
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5 | ================================== |
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6 | Singular <x.y.z> is now available. It is a minor upgrade from Singular |
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7 | version 1.2.2 and contains mainly bug fixes. Furthermore, the download |
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8 | procedure has changed a bit. |
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9 | |
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10 | |
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11 | THIS DIRECTORY CONTAINS: |
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12 | ========================= |
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13 | Singular-<x.y.z>-share.[tar.gz,zip,sea.hqx] |
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14 | -- architecture independent files of Singular distribution |
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15 | Singular-<x.y.z>-<uname>.[tar.gz,zip,sea.hqx] |
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16 | -- architecture dependent files of Singular distribution |
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17 | INSTALL.[unix,win,mac] Detailed downloading and installation instructions |
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18 | COPYING License information on Singular |
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19 | README.general General information on Singular |
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20 | utils/ Directory containing various utilities |
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21 | (info, unzip, termcap, dynamic libraries, etc) |
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22 | doc/ Directory containing Singular documentation |
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23 | Attic/ Directory containing old versions of Singular |
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24 | |
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25 | |
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26 | DOWNLOAD: |
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27 | ========= |
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28 | (1) Download two files: |
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29 | One of `Singular-<x.y.z>-share.[tar.gz,zip,sea.hqx]' |
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30 | AND, one of `Singular-<x.y.z>-<uname>.[tar.gz,zip,sea.hqx]' |
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31 | where <uname> is a description of your hardware and |
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32 | operating system. |
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33 | |
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34 | (2) Unpack them at the same place and follow the instructions |
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35 | contained in the `INSTALL' file of the architecture dependent |
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36 | distribution. |
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37 | |
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38 | (3) In case of any trouble, consult the architecture dependent INSTALL |
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39 | file which is also available in this directory as |
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40 | INSTALL.[unix,win,mac]. |
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41 | |
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42 | |
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43 | LICENSING: |
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44 | ========== |
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45 | Please see the file COPYING contained in this directory for license |
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46 | information on Singular. In particular, notice that we only grant you |
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47 | permission to use Singular if you have registered yourself as a |
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48 | Singular user by using the registration form on the Singular homepage |
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49 | |
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50 | http://www.singular.uni-kl.de |
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51 | |
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52 | If for some reason you cannot access the registration form, you can also |
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53 | register by sending an email to <singular@mathematik.uni-kl.de> |
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54 | with subject line `register' and body containing the following data: |
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55 | your name, e-mail address, organisation, country and platform(s). |
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56 | |
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57 | |
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58 | MORE INFORMATION ABOUT SINGULAR: COMMENTS, QUESTIONS, BUG REPORTS |
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59 | ================================================================= |
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60 | More and up-to-date information about Singular is always available |
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61 | from |
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62 | http://www.singular.uni-kl.de |
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63 | We very much welcome any comments, questions, and bug reports. Please |
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64 | contact us at |
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65 | singular@mathematik.uni-kl.de |
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66 | |
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67 | |
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68 | GOOD LUCK and ENJOY! Your Singular team. |
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