1MKHOM(1)                         User Commands                        MKHOM(1)
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NAME

6       mkhom - manual page for mkhom 1.0
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DESCRIPTION

9       NAME
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11              mkhom - Calculate homomorphisms shared_meataxe 1.0
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13       SYNTAX
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15              mkhom [-ts] [-r|-l] [-b] [-H <Dim>] <M> <N> <Hom>
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17       ARGUMENTS
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19              <M>     .....................     First    representation    <N>
20              .....................      Second      representation      <Hom>
21              ................... Homomorhisms from <M> to <N>
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23       OPTIONS
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25       -Q ...................... Quiet, no messages
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27       -V ...................... Verbose, more messages
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29       -T <MaxTime> ............ Set CPU time limit [s]
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31       -t  ...................... Calculate generators for <M> in spinning ba‐
32              sis
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34       -s ...................... When <M>=<N>, give endomorphisms in  spinning
35              basis
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37       -r|-l  ...................  When  <M>=<N>,  find  a  generating  set of
38       End(M), and
39              calculate the left (-l) or right (-r) regular representation.
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41       -b ...................... For big endorings, with -r, save memory.
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43       -H <Dim> ................ If the radical is given, <Dim> is the  dimen‐
44              sion of
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46       FILES
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48       <M>.{1,2...} ............ I
49              Generators in representation <M>.
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51       <N>.{1,2...} ............ I
52              Generators in representation <N>.
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54       <M>.cfinfo .............. I
55              Constituent info file for <M>.
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57       <N>.cfinfo .............. I
58              Constituent info file for <N>.
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60       <M>.rad ................. I
61              Generators for the head of <M> (with -H).
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63       <M><Cf>.k ............... I
64              Uncondense matrix, produced by PWKOND.
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66       <M>.std.................. O
67              The spinning basis for <M>.
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69       <Hom>.{1,2,...} ......... O
70              A k-basis of Hom(<M>,<N>).
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72       <M>.std.{1,2,...} ....... O
73              Generators in spinning basis (with -t).
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77mkhom 1.0                        January 2022                         MKHOM(1)
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