alarsyo/spot
1
0
Fork 0
Code Issues Pull requests Projects Releases Wiki Activity

genltl: add support for --p-patterns

Browse source 
Fixes #246.

* bin/genltl.cc: Implement it.
* bin/man/genltl.x, doc/org/genltl.org, NEWS: Document it.
* tests/core/ltl2tgba2.test: Test it.
This commit is contained in:
Alexandre Duret-Lutz 2017-03-22 08:41:49 +01:00
parent 4b7a6238b4
commit 08c153d3bb
5 changed files with 131 additions and 9 deletions
Download patch file Download diff file Expand all files Collapse all files

32
doc/org/genltl.org
View file

@ -133,15 +133,15 @@ This is because most tools using =lbt='s syntax require atomic
propositions to have the form =pNN=.
Four options provide lists of unrelated LTL formulas, taken from the
Five options provide lists of unrelated LTL formulas, taken from the
literature (see the [[./man/genltl.1.html][=genltl=]](1) man page for references):
=--dac-patterns=, =--eh-patterns=, =--hkrss-patterns=, and
=--sb-patterns=. With these options, the range is used to select a
subset of the list of formulas. Without range, all formulas are used.
Here is the complete list:
=--dac-patterns=, =--eh-patterns=, =--hkrss-patterns=, =--p-patterns=,
and =--sb-patterns=. With these options, the range is used to select
a subset of the list of formulas. Without range, all formulas are
used. Here is the complete list:
#+BEGIN_SRC sh :results verbatim :exports both
genltl --dac --eh --hkrss --sb --format=%F:%L,%f
genltl --dac --eh --hkrss --p --sb --format=%F:%L,%f
#+END_SRC
#+RESULTS:
@ -268,6 +268,26 @@ hkrss-patterns:52,XG(p0 -> (G!p1 | (!Xp1 U p2)))
hkrss-patterns:53,XG((p0 & !p1) -> (G!p1 | (!p1 U p2)))
hkrss-patterns:54,XG((p0 & p1) -> ((p1 U p2) | Gp1))
hkrss-patterns:55,Xp0 & G((!p0 & Xp0) -> XXp0)
p-patterns:1,G(p0 -> Fp1)
p-patterns:2,(GFp1 & GFp0) -> GFp2
p-patterns:3,G(p0 -> (p1 & (p2 U p3)))
p-patterns:4,F(p0 | p1)
p-patterns:5,GF(p0 | p1)
p-patterns:6,(p0 U p1) -> ((p2 U p3) | Gp2)
p-patterns:7,G(p0 -> (!p1 U (p1 U (!p1 & (p2 R !p1)))))
p-patterns:8,G(p0 -> (p1 R !p2))
p-patterns:9,G(!p0 -> Fp0)
p-patterns:10,G(p0 -> F(p1 | p2))
p-patterns:11,!(!(p0 | p1) U p2) & G(p3 -> !(!(p0 | p1) U p2))
p-patterns:12,G!p0 -> G!p1
p-patterns:13,G(p0 -> (G!p1 | (!p2 U p1)))
p-patterns:14,G(p0 -> (p1 R (p1 | !p2)))
p-patterns:15,G((p0 & p1) -> (!p1 R (p0 | !p1)))
p-patterns:16,G(p0 -> F(p1 & p2))
p-patterns:17,G(p0 -> (!p1 U (p1 U (p1 & p2))))
p-patterns:18,G(p0 -> (!p1 U (p1 U (!p1 U (p1 U (p1 & p2))))))
p-patterns:19,GFp0 -> GFp1
p-patterns:20,GF(p0 | p1) & GF(p1 | p2)
sb-patterns:1,p0 U p1
sb-patterns:2,p0 U (p1 U p2)
sb-patterns:3,!(p0 U (p1 U p2))