randaut: rename -S as -Q for consistency
This way -S means --state-based-acc like with other tools producing automata. This fixes #82. * src/bin/randaut.cc: Rename -S as -Q, rename --state-acc as --state-based-acc (with --sbacc as a synonym), and declare -S as the short version of --state-based-acc. * doc/org/autfilt.org, doc/org/oaut.org, doc/org/randaut.org, src/tests/isomorph.test, src/tests/randaut.test, src/tests/randtgba.test, src/tests/readsave.test, src/tests/uniq.test, wrap/python/tests/randaut.ipynb: Adjust all calls to randaut.
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Alexandre Duret-Lutz
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10 changed files with 89 additions and 89 deletions
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@ -69,22 +69,22 @@ instead of giving a list of atomic propositions.
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* States and density
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The numbers of states can be controlled using the =-S= option. This
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option will accept a range as argument, so for instance =-S3..6= will
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The numbers of states can be controlled using the =-Q= option. This
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option will accept a range as argument, so for instance =-Q3..6= will
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generate an automaton with 3 to 6 states.
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The number of edges can be controlled using the =-d= (or
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=--density=) option. The argument should be a number between 0 and 1.
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In an automaton with $S$ states and density $d$, the degree of each
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state will follow a normal distribution with mean $1+(S-1)d$ and
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variance $(S-1)d(1-d)$.
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In an automaton with $Q$ states and density $d$, the degree of each
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state will follow a normal distribution with mean $1+(Q-1)d$ and
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variance $(Q-1)d(1-d)$.
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In particular =-d0= will cause all states to have 1 successors, and
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=-d1= will cause all states to be interconnected.
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#+NAME: randaut2
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#+BEGIN_SRC sh :results verbatim :exports code
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randaut -S3 -d0 2
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randaut -Q3 -d0 2
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#+END_SRC
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#+RESULTS: randaut2
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@ -114,7 +114,7 @@ $txt
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#+NAME: randaut3
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#+BEGIN_SRC sh :results verbatim :exports code
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randaut -S3 -d1 2
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randaut -Q3 -d1 2
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#+END_SRC
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#+RESULTS: randaut3
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@ -191,20 +191,20 @@ randaut --help | sed -n '/^ \(ACCEPTANCE\|RANGE\)/,/^$/p'
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- =-a= (or =--acc-probability=) controls the probability that any
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transition belong to a given acceptance set.
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- =--state-acc= requests that the automaton use state-based
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- =-S= (or =--state-acc=) requests that the automaton use state-based
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acceptance. In this case, =-a= is the probability that a /state/
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belong to the acceptance set. (Because Spot only deals with
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transition-based acceptance internally, this options force all
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transitions leaving a state to belong to the same acceptance sets.
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But if the output format allows state-acceptance, it will be used.)
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In addition, =-B= (or =--ba=) is a shorthand for =-A1 --state-acc=,
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In addition, =-B= (or =--ba=) is a shorthand for =-A1 -S=,
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ans =-s= (or =--spin=) implies =-B=.
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#+NAME: randaut4
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#+BEGIN_SRC sh :results verbatim :exports code
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randaut -S3 -d0.5 -A3 -a0.5 2
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randaut -Q3 -d0.5 -A3 -a0.5 2
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#+END_SRC
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#+RESULTS: randaut4
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@ -237,7 +237,7 @@ $txt
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#+NAME: randaut5
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#+BEGIN_SRC sh :results verbatim :exports code
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randaut -S3 -d0.4 -B -a0.7 2
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randaut -Q3 -d0.4 -B -a0.7 2
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#+END_SRC
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#+RESULTS: randaut5
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@ -268,7 +268,7 @@ $txt
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#+NAME: randaut5b
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#+BEGIN_SRC sh :results verbatim :exports code
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randaut -S6 -d0.4 --state-acc -a.2 -A 'Streett 1..3' 2 --dot=.a
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randaut -Q6 -d0.4 --state-acc -a.2 -A 'Streett 1..3' 2 --dot=.a
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#+END_SRC
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#+RESULTS: randaut5b
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@ -284,27 +284,27 @@ digraph G {
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node[style=filled, fillcolor="#ffffa0"] edge[arrowhead=vee, arrowsize=.7]
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I [label="", style=invis, width=0]
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I -> 0
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0 [label="0"]
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0 [label=<0>]
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0 -> 2 [label=<!p0 & !p1>]
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0 -> 1 [label=<!p0 & !p1<br/><font color="#FAA43A">â·</font>>]
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0 -> 5 [label=<!p0 & !p1>]
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1 [label="1"]
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1 -> 0 [label=<!p0 & p1<br/><font color="#5DA5DA">â¿</font><font color="#FAA43A">â·</font>>]
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1 -> 3 [label=<!p0 & !p1>]
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2 [label="2"]
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2 -> 5 [label=<!p0 & !p1<br/><font color="#F17CB0">â¶</font>>]
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2 -> 3 [label=<p0 & !p1<br/><font color="#5DA5DA">â¿</font>>]
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2 -> 2 [label=<!p0 & p1<br/><font color="#5DA5DA">â¿</font>>]
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0 -> 1 [label=<!p0 & !p1>]
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0 -> 3 [label=<!p0 & !p1>]
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1 [label=<1>]
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1 -> 5 [label=<!p0 & p1>]
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2 [label=<2<br/><font color="#5DA5DA">â¿</font><font color="#FAA43A">â·</font>>]
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2 -> 0 [label=<!p0 & p1>]
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2 -> 4 [label=<!p0 & !p1>]
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3 [label="3"]
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3 -> 2 [label=<p0 & p1<br/><font color="#F17CB0">â¶</font>>]
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4 [label="4"]
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4 -> 3 [label=<!p0 & !p1>]
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4 -> 5 [label=<!p0 & p1<br/><font color="#5DA5DA">â¿</font><font color="#F17CB0">â¶</font>>]
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5 [label="5"]
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5 -> 0 [label=<p0 & p1>]
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5 -> 3 [label=<p0 & p1>]
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5 -> 2 [label=<!p0 & p1<br/><font color="#B276B2">â¸</font>>]
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3 [label=<3>]
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3 -> 1 [label=<!p0 & !p1>]
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3 -> 2 [label=<p0 & !p1>]
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3 -> 5 [label=<!p0 & !p1>]
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3 -> 4 [label=<p0 & !p1>]
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4 [label=<4<br/><font color="#B276B2">â¸</font>>]
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4 -> 2 [label=<p0 & !p1>]
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4 -> 5 [label=<!p0 & !p1>]
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4 -> 3 [label=<!p0 & p1>]
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5 [label=<5<br/><font color="#F17CB0">â¶</font>>]
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5 -> 3 [label=<!p0 & p1>]
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5 -> 1 [label=<p0 & p1>]
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}
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#+end_example
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@ -331,7 +331,7 @@ therefore deterministic and complete.
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#+NAME: randaut6
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#+BEGIN_SRC sh :results verbatim :exports code
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randaut -D -S3 -d0.6 -A2 -a0.5 2
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randaut -D -Q3 -d0.6 -A2 -a0.5 2
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#+END_SRC
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#+RESULTS: randaut6
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@ -366,7 +366,7 @@ $txt
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Note that in a deterministic automaton with $a$ atomic propositions,
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it is not possible to have states with more than $2^a$ successors. If
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the combination of =-d= and =-S= allows the situation where a state
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the combination of =-d= and =-Q= allows the situation where a state
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can have more than $2^a$ successors, the degree will be clipped to
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$2^a$. When working with random deterministic automata over $a$
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atomic propositions, we suggest you always request more than $2^a$
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