genltl: add --hkrss-patterns
Fixes #245. * bin/genltl.cc: Add the option. * bin/man/genltl.x: Add reference. * tests/core/ltl2tgba2.test: Use these patterns. * doc/org/genltl.org, NEWS: Document the options.
This commit is contained in:
Alexandre Duret-Lutz
parent
e86add4814
commit
1c2a7f3d4f
5 changed files with 404 additions and 128 deletions
4
NEWS
4
NEWS
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@ -5,7 +5,9 @@ New in spot 2.3.2.dev (not yet released)
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- In autfilt, the options --sum(--sum-or) and --sum-and are
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implemented.
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- genltl learned --spec-patterns as an alias for --dac-patterns
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- genltl learned --spec-patterns as an alias for --dac-patterns; it
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also learned a new set of LTL formulas under --hkrss-patterns
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(a.k.a. --liberouter-patterns).
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Library:
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@ -132,6 +132,16 @@
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// month = nov,
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// publisher = {Springer}
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// }
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//
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// @techreport{holevek.04.tr,
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// title = {Verification Results in {Liberouter} Project},
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// author = {J. Hole\v{c}ek and T. Kratochv\'ila and V. \v{R}eh\'ak
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// and D. \v{S}afr\'anek and P. \v{S}ime\v{c}ek},
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// month = {September},
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// year = 2004,
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// number = 03,
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// institution = {CESNET}
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// }
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#include "common_sys.hh"
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@ -179,6 +189,7 @@ enum {
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OPT_GH_Q,
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OPT_GH_R,
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OPT_GO_THETA,
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OPT_HKRSS_PATTERNS,
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OPT_KR_N,
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OPT_KR_NLOGN,
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OPT_KV_PSI,
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@ -217,6 +228,7 @@ const char* const class_name[LAST_CLASS - FIRST_CLASS] =
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"gh-q",
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"gh-r",
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"go-theta",
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"hkrss-patterns",
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"kr-n",
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"kr-nlogn",
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"kv-psi",
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@ -274,6 +286,10 @@ static const argp_option options[] =
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"(GF(p1)|FG(p2))&(GF(p2)|FG(p3))&... &(GF(pn)|FG(p{n+1}))", 0 },
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{ "go-theta", OPT_GO_THETA, "RANGE", 0,
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"!((GF(p1)&GF(p2)&...&GF(pn)) -> G(q->F(r)))", 0 },
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{ "hkrss-patterns", OPT_HKRSS_PATTERNS, "RANGE", OPTION_ARG_OPTIONAL,
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"Holeček et al. patterns from the Liberouter project "
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"(range should be included in 1..55)", 0 },
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OPT_ALIAS(liberouter-patterns),
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{ "kr-n", OPT_KR_N, "RANGE", 0,
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"linear formula with doubly exponential DBA", 0 },
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{ "kr-nlogn", OPT_KR_NLOGN, "RANGE", 0,
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@ -408,6 +424,7 @@ parse_opt(int key, char* arg, struct argp_state*)
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enqueue_job(key, arg);
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break;
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case OPT_DAC_PATTERNS:
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case OPT_HKRSS_PATTERNS:
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if (arg)
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enqueue_job(key, arg);
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else
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@ -1027,6 +1044,80 @@ dac_pattern(int n)
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return spot::relabel(parse_formula(formulas[n - 1]), Pnn);
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}
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static formula
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hkrss_pattern(int n)
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{
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static const char* formulas[] = {
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"G(Fp0 & F!p0)",
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"GFp0 & GF!p0",
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"GF(!(p1 <-> Xp1) | !(p0 <-> Xp0))",
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"GF(!(p1 <-> Xp1) | !(p0 <-> Xp0) | !(p2 <-> Xp2) | !(p3 <-> Xp3))",
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"G!p0",
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"G((p0 -> F!p0) & (!p0 -> Fp0))",
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"G(p0 -> F(p0 & p1))",
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"G(p0 -> F((!p0 & p1 & p2 & p3) -> Fp4))",
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"G(p0 -> F!p1)",
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"G(p0 -> Fp1)",
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"G(p0 -> F(p1 -> Fp2))",
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"G(p0 -> F((p1 & p2) -> Fp3))",
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"G((p0 -> Fp1) & (p2 -> Fp3) & (p4 -> Fp5) & (p6 -> Fp7))",
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"G(!p0 & !p1)",
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"G!(p0 & p1)",
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"G(p0 -> p1)",
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"G((p0 -> !p1) & (p1 -> !p0))",
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"G(!p0 -> (p1 <-> !p2))",
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"G((!p0 & (p1 | p2 | p3)) -> p4)",
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"G((p0 & p1) -> (p2 | !(p3 & p4)))",
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"G((!p0 & p1 & !p2 & !p3 & !p4) -> F(!p5 & !p6 & !p7 & !p8))",
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"G((p0 & p1 & !p2 & !p3 & !p4) -> F(p5 & !p6 & !p7 & !p8))",
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"G(!p0 -> !(p1 & p2 & p3 & p4 & p5))",
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"G(!p0 -> ((p1 & p2 & p3 & p4) -> !p5))",
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"G((p0 & p1) -> (p2 | p3 | !(p4 & p5)))",
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"G((!p0 & (p1 | p2 | p3 | p4)) -> (!p5 <-> p6))",
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"G((p0 & p1) -> (p2 | p3 | p4 | !(p5 & p6)))",
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"G((p0 & p1) -> (p2 | p3 | p4 | p5 | !(p6 & p7)))",
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"G((p0 & p1 & !p2 & Xp2) -> X(p3 | X(!p1 | p3)))",
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"G((p0 & p1 & !p2 & Xp2) -> X(X!p1 | (p2 U (!p2 U (p2 U (!p1 | p3))))))",
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"G(p0 & p1 & !p2 & Xp2) -> X(X!p1 | (p2 U (!p2 U (p2 U (!p1 | p3)))))",
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"G(p0 -> (p1 U (!p1 U (!p2 | p3))))",
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"G(p0 -> (p1 U (!p1 U (p2 | p3))))",
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"G((!p0 & p1) -> Xp2)",
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"G(p0 -> X(p0 | p1))",
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("G((!(p1 <-> Xp1) | !(p0 <-> Xp0) | !(p2 <-> Xp2) | !(p3 <-> Xp3)) -> "
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"(X!p4 & X(!(!(p1 <-> Xp1) | !(p0 <-> Xp0) | !(p2 <-> Xp2) | "
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"!(p3 <-> Xp3)) U p4)))"),
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"G((p0 & !p1 & Xp1 & Xp0) -> (p2 -> Xp3))",
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"G(p0 -> X(!p0 U p1))",
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"G((!p0 & Xp0) -> X((p0 U p1) | Gp0))",
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"G((!p0 & Xp0) -> X(p0 U (p0 & !p1 & X(p0 & p1))))",
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("G((!p0 & Xp0) -> X(p0 U (p0 & !p1 & X(p0 & p1 & (p0 U (p0 & !p1 & "
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"X(p0 & p1)))))))"),
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("G((p0 & X!p0) -> X(!p0 U (!p0 & !p1 & X(!p0 & p1 & (!p0 U (!p0 & !p1 "
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"& X(!p0 & p1)))))))"),
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("G((p0 & X!p0) -> X(!p0 U (!p0 & !p1 & X(!p0 & p1 & (!p0 U (!p0 & !p1 & "
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"X(!p0 & p1 & (!p0 U (!p0 & !p1 & X(!p0 & p1))))))))))"),
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"G((!p0 & Xp0) -> X(!(!p0 & Xp0) U (!p1 & Xp1)))",
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("G(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | "
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"X(!p0 | X(!p0 | X!p0)))))))))))"),
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"G((Xp0 -> p0) -> (p1 <-> Xp1))",
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"G((Xp0 -> p0) -> ((p1 -> Xp1) & (!p1 -> X!p1)))",
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("!p0 U G!((p1 & p2) | (p3 & p4) | (p2 & p3) | (p2 & p4) | (p1 & p4) | "
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"(p1 & p3))"),
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"!p0 U p1",
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"(p0 U p1) | Gp0",
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"p0 & XG!p0",
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"XG(p0 -> (G!p1 | (!Xp1 U p2)))",
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"XG((p0 & !p1) -> (G!p1 | (!p1 U p2)))",
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"XG((p0 & p1) -> ((p1 U p2) | Gp1))",
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"Xp0 & G((!p0 & Xp0) -> XXp0)",
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};
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constexpr unsigned max = (sizeof formulas)/(sizeof *formulas);
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if (n < 1 || (unsigned) n > max)
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bad_number("--hkrss-patterns", n, max);
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return spot::relabel(parse_formula(formulas[n - 1]), Pnn);
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}
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static formula
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eh_pattern(int n)
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{
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@ -1376,6 +1467,9 @@ output_pattern(int pattern, int n)
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case OPT_GO_THETA:
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f = fair_response("p", "q", "r", n);
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break;
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case OPT_HKRSS_PATTERNS:
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f = hkrss_pattern(n);
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break;
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case OPT_KR_N:
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f = kr2_exp(n, "a", "b", "c", "d");
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break;
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@ -12,22 +12,10 @@ Proceedings of ATVA'13. LNCS 8172.
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.PP
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Prefixes used in pattern names refer to the following papers:
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.TP
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gh
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J. Geldenhuys and H. Hansen: Larger automata and less
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work for LTL model checking. Proceedings of Spin'06. LNCS 3925.
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.TP
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ccj
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J. Cichoń, A. Czubak, and A. Jasiński: Minimal Büchi
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Automata for Certain Classes of LTL Formulas. Proceedings of DepCoS'09.
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.TP
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go
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P. Gastin and D. Oddoux: Fast LTL to Büchi Automata Translation.
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Proceedings of CAV'01. LNCS 2102.
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.TP
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rv
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K. Rozier and M. Vardi: LTL Satisfiability Checking.
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Proceedings of Spin'07. LNCS 4595.
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.TP
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dac
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M. B. Dwyer and G. S. Avrunin and J. C. Corbett: Property
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Specification Patterns for Finite-state Verification.
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@ -37,6 +25,31 @@ eh
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K. Etessami and G. J. Holzmann: Optimizing Büchi Automata.
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Proceedings of Concur'00. LNCS 1877.
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.TP
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gh
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J. Geldenhuys and H. Hansen: Larger automata and less
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work for LTL model checking. Proceedings of Spin'06. LNCS 3925.
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.TP
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hkrss
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J. Holeček, T. Kratochvila, V. Řehák, D. Šafránek, and P. Šimeček:
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Verification Results in Liberouter Project. Tech. Report 03, CESNET, 2004.
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.TP
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go
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P. Gastin and D. Oddoux: Fast LTL to Büchi Automata Translation.
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Proceedings of CAV'01. LNCS 2102.
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.TP
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kr
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O. Kupferman and A. Rosenberg: The Blow-Up in Translating LTL to Deterministic
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Automata.
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Proceedings of MoChArt'10. LNAI 6572.
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.TP
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kv
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O. Kupferman and M. Y. Vardi: From Linear Time to Branching Time.
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ACM Transactions on Computational Logic, 6(2):273-294, 2005.
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.TP
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rv
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K. Rozier and M. Vardi: LTL Satisfiability Checking.
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Proceedings of Spin'07. LNCS 4595.
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.TP
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sb
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F. Somenzi and R. Bloem: Efficient Büchi Automata for LTL Formulae.
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Proceedings of CAV'00. LNCS 1855.
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@ -44,15 +57,6 @@ Proceedings of CAV'00. LNCS 1855.
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tv
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D. Tabakov and M. Y. Vardi: Optimized Temporal Monitors for SystemC.
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Proceedings of RV'10. LNCS 6418.
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.TP
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kr
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O. Kupferman and A. Rosenberg: The Blow-Up in Translating LTL to Deterministic
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Automata.
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Proceedings of MoChArt'10. LNAI 6572.
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.TP
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rv
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O. Kupferman and M. Y. Vardi: From Linear Time to Branching Time.
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ACM Transactions on Computational Logic, 6(2):273-294, 2005.
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[SEE ALSO]
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.BR randltl (1)
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@ -27,14 +27,22 @@ genltl --help | sed -n '/Pattern selection:/,/^$/p' | sed '1d;$d'
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--ccj-beta=RANGE F(p&X(p&X(p&...X(p)))) & F(q&X(q&X(q&...X(q))))
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--ccj-beta-prime=RANGE F(p&(Xp)&(XXp)&...(X...X(p))) &
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F(q&(Xq)&(XXq)&...(X...X(q)))
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--dac-patterns[=RANGE] Dwyer et al. [FMSP'98] Spec. Patterns for LTL
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(range should be included in 1..45)
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--dac-patterns[=RANGE], --spec-patterns[=RANGE]
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Dwyer et al. [FMSP'98] Spec. Patterns for LTL
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(range should be included in 1..55)
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--eh-patterns[=RANGE] Etessami and Holzmann [Concur'00] patterns (range
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should be included in 1..12)
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--gh-q=RANGE (F(p1)|G(p2))&(F(p2)|G(p3))&...&(F(pn)|G(p{n+1}))
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--gh-r=RANGE (GF(p1)|FG(p2))&(GF(p2)|FG(p3))&...
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&(GF(pn)|FG(p{n+1}))
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--go-theta=RANGE !((GF(p1)&GF(p2)&...&GF(pn)) -> G(q->F(r)))
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--hkrss-patterns[=RANGE], --liberouter-patterns[=RANGE]
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Holeček et al. patterns from the Liberouter
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project (range should be included in 1..55)
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--kr-n=RANGE linear formula with doubly exponential DBA
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--kr-nlogn=RANGE quasilinear formula with doubly exponential DBA
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--kv-psi=RANGE, --kr-n2=RANGE
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quadratic formula with doubly exponential DBA
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--or-fg=RANGE, --ccj-xi=RANGE
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FG(p1)|FG(p2)|...|FG(pn)
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--or-g=RANGE, --gh-s=RANGE G(p1)|G(p2)|...|G(pn)
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@ -49,6 +57,11 @@ genltl --help | sed -n '/Pattern selection:/,/^$/p' | sed '1d;$d'
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--rv-counter-linear=RANGE n-bit counter (linear size)
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--sb-patterns[=RANGE] Somenzi and Bloem [CAV'00] patterns (range should
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be included in 1..27)
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--tv-f1=RANGE G(p -> (q | Xq | ... | XX...Xq)
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--tv-f2=RANGE G(p -> (q | X(q | X(... | Xq)))
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--tv-g1=RANGE G(p -> (q & Xq & ... & XX...Xq)
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--tv-g2=RANGE G(p -> (q & X(q & X(... & Xq)))
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--tv-uu=RANGE G(p1 -> (p1 U (p2 & (p2 U (p3 & (p3 U ...))))))
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--u-left=RANGE, --gh-u=RANGE
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(((p1 U p2) U p3) ... U pn)
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--u-right=RANGE, --gh-u2=RANGE, --go-phi=RANGE
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@ -120,112 +133,168 @@ This is because most tools using =lbt='s syntax require atomic
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propositions to have the form =pNN=.
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Three options provide lists of unrelated LTL formulas, taken from the
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Four options provide lists of unrelated LTL formulas, taken from the
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literature (see the [[./man/genltl.1.html][=genltl=]](1) man page for references):
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=--dac-patterns=, =--eh-patterns=, and =--sb-patterns=. With these
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options, the range is used to select a subset of the list of formulas.
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Without range, all formulas are used. Here is the complete list:
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=--dac-patterns=, =--eh-patterns=, =--hkrss-patterns=, and
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=--sb-patterns=. With these options, the range is used to select a
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subset of the list of formulas. Without range, all formulas are used.
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Here is the complete list:
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#+BEGIN_SRC sh :results verbatim :exports both
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genltl --dac --eh --sb --format=%F,%L,%f
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genltl --dac --eh --hkrss --sb --format=%F:%L,%f
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#+END_SRC
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#+RESULTS:
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#+begin_example
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dac-patterns,1,G!p0
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dac-patterns,2,Fp0 -> (!p1 U p0)
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dac-patterns,3,G(p0 -> G!p1)
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dac-patterns,4,G((p0 & !p1 & Fp1) -> (!p2 U p1))
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dac-patterns,5,G((p0 & !p1) -> (!p2 W p1))
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dac-patterns,6,Fp0
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dac-patterns,7,!p0 W (!p0 & p1)
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dac-patterns,8,G!p0 | F(p0 & Fp1)
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dac-patterns,9,G((p0 & !p1) -> (!p1 W (!p1 & p2)))
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dac-patterns,10,G((p0 & !p1) -> (!p1 U (!p1 & p2)))
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dac-patterns,11,!p0 W (p0 W (!p0 W (p0 W G!p0)))
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dac-patterns,12,Fp0 -> ((!p0 & !p1) U (p0 | ((!p0 & p1) U (p0 | ((!p0 & !p1) U (p0 | ((!p0 & p1) U (p0 | (!p1 U p0)))))))))
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dac-patterns,13,Fp0 -> (!p0 U (p0 & (!p1 W (p1 W (!p1 W (p1 W G!p1))))))
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dac-patterns,14,G((p0 & Fp1) -> ((!p1 & !p2) U (p1 | ((!p1 & p2) U (p1 | ((!p1 & !p2) U (p1 | ((!p1 & p2) U (p1 | (!p2 U p1))))))))))
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dac-patterns,15,G(p0 -> ((!p1 & !p2) U (p2 | ((p1 & !p2) U (p2 | ((!p1 & !p2) U (p2 | ((p1 & !p2) U (p2 | (!p1 W p2) | Gp1)))))))))
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dac-patterns,16,Gp0
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dac-patterns,17,Fp0 -> (p1 U p0)
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dac-patterns,18,G(p0 -> Gp1)
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dac-patterns,19,G((p0 & !p1 & Fp1) -> (p2 U p1))
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dac-patterns,20,G((p0 & !p1) -> (p2 W p1))
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dac-patterns,21,!p0 W p1
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dac-patterns,22,Fp0 -> (!p1 U (p0 | p2))
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dac-patterns,23,G!p0 | F(p0 & (!p1 W p2))
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dac-patterns,24,G((p0 & !p1 & Fp1) -> (!p2 U (p1 | p3)))
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dac-patterns,25,G((p0 & !p1) -> (!p2 W (p1 | p3)))
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dac-patterns,26,G(p0 -> Fp1)
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dac-patterns,27,Fp0 -> ((p1 -> (!p0 U (!p0 & p2))) U p0)
|
||||
dac-patterns,28,G(p0 -> G(p1 -> Fp2))
|
||||
dac-patterns,29,G((p0 & !p1 & Fp1) -> ((p2 -> (!p1 U (!p1 & p3))) U p1))
|
||||
dac-patterns,30,G((p0 & !p1) -> ((p2 -> (!p1 U (!p1 & p3))) W p1))
|
||||
dac-patterns,31,Fp0 -> (!p0 U (!p0 & p1 & X(!p0 U p2)))
|
||||
dac-patterns,32,Fp0 -> (!p1 U (p0 | (!p1 & p2 & X(!p1 U p3))))
|
||||
dac-patterns,33,G!p0 | (!p0 U ((p0 & Fp1) -> (!p1 U (!p1 & p2 & X(!p1 U p3)))))
|
||||
dac-patterns,34,G((p0 & Fp1) -> (!p2 U (p1 | (!p2 & p3 & X(!p2 U p4)))))
|
||||
dac-patterns,35,G(p0 -> (Fp1 -> (!p1 U (p2 | (!p1 & p3 & X(!p1 U p4))))))
|
||||
dac-patterns,36,F(p0 & XFp1) -> (!p0 U p2)
|
||||
dac-patterns,37,Fp0 -> (!(!p0 & p1 & X(!p0 U (!p0 & p2))) U (p0 | p3))
|
||||
dac-patterns,38,G!p0 | (!p0 U (p0 & (F(p1 & XFp2) -> (!p1 U p3))))
|
||||
dac-patterns,39,G((p0 & Fp1) -> (!(!p1 & p2 & X(!p1 U (!p1 & p3))) U (p1 | p4)))
|
||||
dac-patterns,40,G(p0 -> ((!(!p1 & p2 & X(!p1 U (!p1 & p3))) U (p1 | p4)) | G!(p2 & XFp3)))
|
||||
dac-patterns,41,G((p0 & XFp1) -> XF(p1 & Fp2))
|
||||
dac-patterns,42,Fp0 -> (((p1 & X(!p0 U p2)) -> X(!p0 U (p2 & Fp3))) U p0)
|
||||
dac-patterns,43,G(p0 -> G((p1 & XFp2) -> X(!p2 U (p2 & Fp3))))
|
||||
dac-patterns,44,G((p0 & Fp1) -> (((p2 & X(!p1 U p3)) -> X(!p1 U (p3 & Fp4))) U p1))
|
||||
dac-patterns,45,G(p0 -> (((p1 & X(!p2 U p3)) -> X(!p2 U (p3 & Fp4))) U (p2 | G((p1 & X(!p2 U p3)) -> X(!p2 U (p3 & Fp4))))))
|
||||
dac-patterns,46,G(p0 -> F(p1 & XFp2))
|
||||
dac-patterns,47,Fp0 -> ((p1 -> (!p0 U (!p0 & p2 & X(!p0 U p3)))) U p0)
|
||||
dac-patterns,48,G(p0 -> G(p1 -> (p2 & XFp3)))
|
||||
dac-patterns,49,G((p0 & Fp1) -> ((p2 -> (!p1 U (!p1 & p3 & X(!p1 U p4)))) U p1))
|
||||
dac-patterns,50,G(p0 -> ((p1 -> (!p2 U (!p2 & p3 & X(!p2 U p4)))) U (p2 | G(p1 -> (p3 & XFp4)))))
|
||||
dac-patterns,51,G(p0 -> F(p1 & !p2 & X(!p2 U p3)))
|
||||
dac-patterns,52,Fp0 -> ((p1 -> (!p0 U (!p0 & p2 & !p3 & X((!p0 & !p3) U p4)))) U p0)
|
||||
dac-patterns,53,G(p0 -> G(p1 -> (p2 & !p3 & X(!p3 U p4))))
|
||||
dac-patterns,54,G((p0 & Fp1) -> ((p2 -> (!p1 U (!p1 & p3 & !p4 & X((!p1 & !p4) U p5)))) U p1))
|
||||
dac-patterns,55,G(p0 -> ((p1 -> (!p2 U (!p2 & p3 & !p4 & X((!p2 & !p4) U p5)))) U (p2 | G(p1 -> (p3 & !p4 & X(!p4 U p5))))))
|
||||
eh-patterns,1,p0 U (p1 & Gp2)
|
||||
eh-patterns,2,p0 U (p1 & X(p2 U p3))
|
||||
eh-patterns,3,p0 U (p1 & X(p2 & F(p3 & XF(p4 & XF(p5 & XFp6)))))
|
||||
eh-patterns,4,F(p0 & XGp1)
|
||||
eh-patterns,5,F(p0 & X(p1 & XFp2))
|
||||
eh-patterns,6,F(p0 & X(p1 U p2))
|
||||
eh-patterns,7,FGp0 | GFp1
|
||||
eh-patterns,8,G(p0 -> (p1 U p2))
|
||||
eh-patterns,9,G(p0 & XF(p1 & XF(p2 & XFp3)))
|
||||
eh-patterns,10,GFp0 & GFp1 & GFp2 & GFp3 & GFp4
|
||||
eh-patterns,11,(p0 U (p1 U p2)) | (p1 U (p2 U p0)) | (p2 U (p0 U p1))
|
||||
eh-patterns,12,G(p0 -> (p1 U (Gp2 | Gp3)))
|
||||
sb-patterns,1,p0 U p1
|
||||
sb-patterns,2,p0 U (p1 U p2)
|
||||
sb-patterns,3,!(p0 U (p1 U p2))
|
||||
sb-patterns,4,GFp0 -> GFp1
|
||||
sb-patterns,5,Fp0 U Gp1
|
||||
sb-patterns,6,Gp0 U p1
|
||||
sb-patterns,7,!(Fp0 <-> Fp1)
|
||||
sb-patterns,8,!(GFp0 -> GFp1)
|
||||
sb-patterns,9,!(GFp0 <-> GFp1)
|
||||
sb-patterns,10,p0 R (p0 | p1)
|
||||
sb-patterns,11,(Xp0 U Xp1) | !X(p0 U p1)
|
||||
sb-patterns,12,(Xp0 U p1) | !X(p0 U (p0 & p1))
|
||||
sb-patterns,13,G(p0 -> Fp1) & ((Xp0 U p1) | !X(p0 U (p0 & p1)))
|
||||
sb-patterns,14,G(p0 -> Fp1) & ((Xp0 U Xp1) | !X(p0 U p1))
|
||||
sb-patterns,15,G(p0 -> Fp1)
|
||||
sb-patterns,16,!G(p0 -> X(p1 R p2))
|
||||
sb-patterns,17,!(FGp0 | FGp1)
|
||||
sb-patterns,18,G(Fp0 & Fp1)
|
||||
sb-patterns,19,Fp0 & F!p0
|
||||
sb-patterns,20,(p0 & Xp1) R X(((p2 U p3) R p0) U (p2 R p0))
|
||||
sb-patterns,21,Gp2 | (G(p0 | GFp1) & G(p2 | GF!p1)) | Gp0
|
||||
sb-patterns,22,Gp0 | Gp2 | (G(p0 | FGp1) & G(p2 | FG!p1))
|
||||
sb-patterns,23,!(Gp2 | (G(p0 | GFp1) & G(p2 | GF!p1)) | Gp0)
|
||||
sb-patterns,24,!(Gp0 | Gp2 | (G(p0 | FGp1) & G(p2 | FG!p1)))
|
||||
sb-patterns,25,G(p0 | XGp1) & G(p2 | XG!p1)
|
||||
sb-patterns,26,G(p0 | (Xp1 & X!p1))
|
||||
sb-patterns,27,p0 | (p1 U p0)
|
||||
dac-patterns:1,G!p0
|
||||
dac-patterns:2,Fp0 -> (!p1 U p0)
|
||||
dac-patterns:3,G(p0 -> G!p1)
|
||||
dac-patterns:4,G((p0 & !p1 & Fp1) -> (!p2 U p1))
|
||||
dac-patterns:5,G((p0 & !p1) -> (!p2 W p1))
|
||||
dac-patterns:6,Fp0
|
||||
dac-patterns:7,!p0 W (!p0 & p1)
|
||||
dac-patterns:8,G!p0 | F(p0 & Fp1)
|
||||
dac-patterns:9,G((p0 & !p1) -> (!p1 W (!p1 & p2)))
|
||||
dac-patterns:10,G((p0 & !p1) -> (!p1 U (!p1 & p2)))
|
||||
dac-patterns:11,!p0 W (p0 W (!p0 W (p0 W G!p0)))
|
||||
dac-patterns:12,Fp0 -> ((!p0 & !p1) U (p0 | ((!p0 & p1) U (p0 | ((!p0 & !p1) U (p0 | ((!p0 & p1) U (p0 | (!p1 U p0)))))))))
|
||||
dac-patterns:13,Fp0 -> (!p0 U (p0 & (!p1 W (p1 W (!p1 W (p1 W G!p1))))))
|
||||
dac-patterns:14,G((p0 & Fp1) -> ((!p1 & !p2) U (p1 | ((!p1 & p2) U (p1 | ((!p1 & !p2) U (p1 | ((!p1 & p2) U (p1 | (!p2 U p1))))))))))
|
||||
dac-patterns:15,G(p0 -> ((!p1 & !p2) U (p2 | ((p1 & !p2) U (p2 | ((!p1 & !p2) U (p2 | ((p1 & !p2) U (p2 | (!p1 W p2) | Gp1)))))))))
|
||||
dac-patterns:16,Gp0
|
||||
dac-patterns:17,Fp0 -> (p1 U p0)
|
||||
dac-patterns:18,G(p0 -> Gp1)
|
||||
dac-patterns:19,G((p0 & !p1 & Fp1) -> (p2 U p1))
|
||||
dac-patterns:20,G((p0 & !p1) -> (p2 W p1))
|
||||
dac-patterns:21,!p0 W p1
|
||||
dac-patterns:22,Fp0 -> (!p1 U (p0 | p2))
|
||||
dac-patterns:23,G!p0 | F(p0 & (!p1 W p2))
|
||||
dac-patterns:24,G((p0 & !p1 & Fp1) -> (!p2 U (p1 | p3)))
|
||||
dac-patterns:25,G((p0 & !p1) -> (!p2 W (p1 | p3)))
|
||||
dac-patterns:26,G(p0 -> Fp1)
|
||||
dac-patterns:27,Fp0 -> ((p1 -> (!p0 U (!p0 & p2))) U p0)
|
||||
dac-patterns:28,G(p0 -> G(p1 -> Fp2))
|
||||
dac-patterns:29,G((p0 & !p1 & Fp1) -> ((p2 -> (!p1 U (!p1 & p3))) U p1))
|
||||
dac-patterns:30,G((p0 & !p1) -> ((p2 -> (!p1 U (!p1 & p3))) W p1))
|
||||
dac-patterns:31,Fp0 -> (!p0 U (!p0 & p1 & X(!p0 U p2)))
|
||||
dac-patterns:32,Fp0 -> (!p1 U (p0 | (!p1 & p2 & X(!p1 U p3))))
|
||||
dac-patterns:33,G!p0 | (!p0 U ((p0 & Fp1) -> (!p1 U (!p1 & p2 & X(!p1 U p3)))))
|
||||
dac-patterns:34,G((p0 & Fp1) -> (!p2 U (p1 | (!p2 & p3 & X(!p2 U p4)))))
|
||||
dac-patterns:35,G(p0 -> (Fp1 -> (!p1 U (p2 | (!p1 & p3 & X(!p1 U p4))))))
|
||||
dac-patterns:36,F(p0 & XFp1) -> (!p0 U p2)
|
||||
dac-patterns:37,Fp0 -> (!(!p0 & p1 & X(!p0 U (!p0 & p2))) U (p0 | p3))
|
||||
dac-patterns:38,G!p0 | (!p0 U (p0 & (F(p1 & XFp2) -> (!p1 U p3))))
|
||||
dac-patterns:39,G((p0 & Fp1) -> (!(!p1 & p2 & X(!p1 U (!p1 & p3))) U (p1 | p4)))
|
||||
dac-patterns:40,G(p0 -> ((!(!p1 & p2 & X(!p1 U (!p1 & p3))) U (p1 | p4)) | G!(p2 & XFp3)))
|
||||
dac-patterns:41,G((p0 & XFp1) -> XF(p1 & Fp2))
|
||||
dac-patterns:42,Fp0 -> (((p1 & X(!p0 U p2)) -> X(!p0 U (p2 & Fp3))) U p0)
|
||||
dac-patterns:43,G(p0 -> G((p1 & XFp2) -> X(!p2 U (p2 & Fp3))))
|
||||
dac-patterns:44,G((p0 & Fp1) -> (((p2 & X(!p1 U p3)) -> X(!p1 U (p3 & Fp4))) U p1))
|
||||
dac-patterns:45,G(p0 -> (((p1 & X(!p2 U p3)) -> X(!p2 U (p3 & Fp4))) U (p2 | G((p1 & X(!p2 U p3)) -> X(!p2 U (p3 & Fp4))))))
|
||||
dac-patterns:46,G(p0 -> F(p1 & XFp2))
|
||||
dac-patterns:47,Fp0 -> ((p1 -> (!p0 U (!p0 & p2 & X(!p0 U p3)))) U p0)
|
||||
dac-patterns:48,G(p0 -> G(p1 -> (p2 & XFp3)))
|
||||
dac-patterns:49,G((p0 & Fp1) -> ((p2 -> (!p1 U (!p1 & p3 & X(!p1 U p4)))) U p1))
|
||||
dac-patterns:50,G(p0 -> ((p1 -> (!p2 U (!p2 & p3 & X(!p2 U p4)))) U (p2 | G(p1 -> (p3 & XFp4)))))
|
||||
dac-patterns:51,G(p0 -> F(p1 & !p2 & X(!p2 U p3)))
|
||||
dac-patterns:52,Fp0 -> ((p1 -> (!p0 U (!p0 & p2 & !p3 & X((!p0 & !p3) U p4)))) U p0)
|
||||
dac-patterns:53,G(p0 -> G(p1 -> (p2 & !p3 & X(!p3 U p4))))
|
||||
dac-patterns:54,G((p0 & Fp1) -> ((p2 -> (!p1 U (!p1 & p3 & !p4 & X((!p1 & !p4) U p5)))) U p1))
|
||||
dac-patterns:55,G(p0 -> ((p1 -> (!p2 U (!p2 & p3 & !p4 & X((!p2 & !p4) U p5)))) U (p2 | G(p1 -> (p3 & !p4 & X(!p4 U p5))))))
|
||||
eh-patterns:1,p0 U (p1 & Gp2)
|
||||
eh-patterns:2,p0 U (p1 & X(p2 U p3))
|
||||
eh-patterns:3,p0 U (p1 & X(p2 & F(p3 & XF(p4 & XF(p5 & XFp6)))))
|
||||
eh-patterns:4,F(p0 & XGp1)
|
||||
eh-patterns:5,F(p0 & X(p1 & XFp2))
|
||||
eh-patterns:6,F(p0 & X(p1 U p2))
|
||||
eh-patterns:7,FGp0 | GFp1
|
||||
eh-patterns:8,G(p0 -> (p1 U p2))
|
||||
eh-patterns:9,G(p0 & XF(p1 & XF(p2 & XFp3)))
|
||||
eh-patterns:10,GFp0 & GFp1 & GFp2 & GFp3 & GFp4
|
||||
eh-patterns:11,(p0 U (p1 U p2)) | (p1 U (p2 U p0)) | (p2 U (p0 U p1))
|
||||
eh-patterns:12,G(p0 -> (p1 U (Gp2 | Gp3)))
|
||||
hkrss-patterns:1,G(Fp0 & F!p0)
|
||||
hkrss-patterns:2,GFp0 & GF!p0
|
||||
hkrss-patterns:3,GF(!(p1 <-> Xp1) | !(p0 <-> Xp0))
|
||||
hkrss-patterns:4,GF(!(p1 <-> Xp1) | !(p0 <-> Xp0) | !(p2 <-> Xp2) | !(p3 <-> Xp3))
|
||||
hkrss-patterns:5,G!p0
|
||||
hkrss-patterns:6,G((p0 -> F!p0) & (!p0 -> Fp0))
|
||||
hkrss-patterns:7,G(p0 -> F(p0 & p1))
|
||||
hkrss-patterns:8,G(p0 -> F((!p0 & p1 & p2 & p3) -> Fp4))
|
||||
hkrss-patterns:9,G(p0 -> F!p1)
|
||||
hkrss-patterns:10,G(p0 -> Fp1)
|
||||
hkrss-patterns:11,G(p0 -> F(p1 -> Fp2))
|
||||
hkrss-patterns:12,G(p0 -> F((p1 & p2) -> Fp3))
|
||||
hkrss-patterns:13,G((p0 -> Fp1) & (p2 -> Fp3) & (p4 -> Fp5) & (p6 -> Fp7))
|
||||
hkrss-patterns:14,G(!p0 & !p1)
|
||||
hkrss-patterns:15,G!(p0 & p1)
|
||||
hkrss-patterns:16,G(p0 -> p1)
|
||||
hkrss-patterns:17,G((p0 -> !p1) & (p1 -> !p0))
|
||||
hkrss-patterns:18,G(!p0 -> (p1 <-> !p2))
|
||||
hkrss-patterns:19,G((!p0 & (p1 | p2 | p3)) -> p4)
|
||||
hkrss-patterns:20,G((p0 & p1) -> (p2 | !(p3 & p4)))
|
||||
hkrss-patterns:21,G((!p0 & p1 & !p2 & !p3 & !p4) -> F(!p5 & !p6 & !p7 & !p8))
|
||||
hkrss-patterns:22,G((p0 & p1 & !p2 & !p3 & !p4) -> F(p5 & !p6 & !p7 & !p8))
|
||||
hkrss-patterns:23,G(!p0 -> !(p1 & p2 & p3 & p4 & p5))
|
||||
hkrss-patterns:24,G(!p0 -> ((p1 & p2 & p3 & p4) -> !p5))
|
||||
hkrss-patterns:25,G((p0 & p1) -> (p2 | p3 | !(p4 & p5)))
|
||||
hkrss-patterns:26,G((!p0 & (p1 | p2 | p3 | p4)) -> (!p5 <-> p6))
|
||||
hkrss-patterns:27,G((p0 & p1) -> (p2 | p3 | p4 | !(p5 & p6)))
|
||||
hkrss-patterns:28,G((p0 & p1) -> (p2 | p3 | p4 | p5 | !(p6 & p7)))
|
||||
hkrss-patterns:29,G((p0 & p1 & !p2 & Xp2) -> X(p3 | X(!p1 | p3)))
|
||||
hkrss-patterns:30,G((p0 & p1 & !p2 & Xp2) -> X(X!p1 | (p2 U (!p2 U (p2 U (!p1 | p3))))))
|
||||
hkrss-patterns:31,G(p0 & p1 & !p2 & Xp2) -> X(X!p1 | (p2 U (!p2 U (p2 U (!p1 | p3)))))
|
||||
hkrss-patterns:32,G(p0 -> (p1 U (!p1 U (!p2 | p3))))
|
||||
hkrss-patterns:33,G(p0 -> (p1 U (!p1 U (p2 | p3))))
|
||||
hkrss-patterns:34,G((!p0 & p1) -> Xp2)
|
||||
hkrss-patterns:35,G(p0 -> X(p0 | p1))
|
||||
hkrss-patterns:36,G((!(p1 <-> Xp1) | !(p0 <-> Xp0) | !(p2 <-> Xp2) | !(p3 <-> Xp3)) -> (X!p4 & X(!(!(p1 <-> Xp1) | !(p0 <-> Xp0) | !(p2 <-> Xp2) | !(p3 <-> Xp3)) U p4)))
|
||||
hkrss-patterns:37,G((p0 & !p1 & Xp1 & Xp0) -> (p2 -> Xp3))
|
||||
hkrss-patterns:38,G(p0 -> X(!p0 U p1))
|
||||
hkrss-patterns:39,G((!p0 & Xp0) -> X((p0 U p1) | Gp0))
|
||||
hkrss-patterns:40,G((!p0 & Xp0) -> X(p0 U (p0 & !p1 & X(p0 & p1))))
|
||||
hkrss-patterns:41,G((!p0 & Xp0) -> X(p0 U (p0 & !p1 & X(p0 & p1 & (p0 U (p0 & !p1 & X(p0 & p1)))))))
|
||||
hkrss-patterns:42,G((p0 & X!p0) -> X(!p0 U (!p0 & !p1 & X(!p0 & p1 & (!p0 U (!p0 & !p1 & X(!p0 & p1)))))))
|
||||
hkrss-patterns:43,G((p0 & X!p0) -> X(!p0 U (!p0 & !p1 & X(!p0 & p1 & (!p0 U (!p0 & !p1 & X(!p0 & p1 & (!p0 U (!p0 & !p1 & X(!p0 & p1))))))))))
|
||||
hkrss-patterns:44,G((!p0 & Xp0) -> X(!(!p0 & Xp0) U (!p1 & Xp1)))
|
||||
hkrss-patterns:45,G(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X(!p0 | X!p0)))))))))))
|
||||
hkrss-patterns:46,G((Xp0 -> p0) -> (p1 <-> Xp1))
|
||||
hkrss-patterns:47,G((Xp0 -> p0) -> ((p1 -> Xp1) & (!p1 -> X!p1)))
|
||||
hkrss-patterns:48,!p0 U G!((p1 & p2) | (p3 & p4) | (p2 & p3) | (p2 & p4) | (p1 & p4) | (p1 & p3))
|
||||
hkrss-patterns:49,!p0 U p1
|
||||
hkrss-patterns:50,(p0 U p1) | Gp0
|
||||
hkrss-patterns:51,p0 & XG!p0
|
||||
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)
|
||||
sb-patterns:1,p0 U p1
|
||||
sb-patterns:2,p0 U (p1 U p2)
|
||||
sb-patterns:3,!(p0 U (p1 U p2))
|
||||
sb-patterns:4,GFp0 -> GFp1
|
||||
sb-patterns:5,Fp0 U Gp1
|
||||
sb-patterns:6,Gp0 U p1
|
||||
sb-patterns:7,!(Fp0 <-> Fp1)
|
||||
sb-patterns:8,!(GFp0 -> GFp1)
|
||||
sb-patterns:9,!(GFp0 <-> GFp1)
|
||||
sb-patterns:10,p0 R (p0 | p1)
|
||||
sb-patterns:11,(Xp0 U Xp1) | !X(p0 U p1)
|
||||
sb-patterns:12,(Xp0 U p1) | !X(p0 U (p0 & p1))
|
||||
sb-patterns:13,G(p0 -> Fp1) & ((Xp0 U p1) | !X(p0 U (p0 & p1)))
|
||||
sb-patterns:14,G(p0 -> Fp1) & ((Xp0 U Xp1) | !X(p0 U p1))
|
||||
sb-patterns:15,G(p0 -> Fp1)
|
||||
sb-patterns:16,!G(p0 -> X(p1 R p2))
|
||||
sb-patterns:17,!(FGp0 | FGp1)
|
||||
sb-patterns:18,G(Fp0 & Fp1)
|
||||
sb-patterns:19,Fp0 & F!p0
|
||||
sb-patterns:20,(p0 & Xp1) R X(((p2 U p3) R p0) U (p2 R p0))
|
||||
sb-patterns:21,Gp2 | (G(p0 | GFp1) & G(p2 | GF!p1)) | Gp0
|
||||
sb-patterns:22,Gp0 | Gp2 | (G(p0 | FGp1) & G(p2 | FG!p1))
|
||||
sb-patterns:23,!(Gp2 | (G(p0 | GFp1) & G(p2 | GF!p1)) | Gp0)
|
||||
sb-patterns:24,!(Gp0 | Gp2 | (G(p0 | FGp1) & G(p2 | FG!p1)))
|
||||
sb-patterns:25,G(p0 | XGp1) & G(p2 | XG!p1)
|
||||
sb-patterns:26,G(p0 | (Xp1 & X!p1))
|
||||
sb-patterns:27,p0 | (p1 U p0)
|
||||
#+end_example
|
||||
|
||||
Note that ~--sb-patterns=2 --sb-patterns=4 --sb-patterns=21..22~ also
|
||||
|
|
|
|||
|
|
@ -1,7 +1,7 @@
|
|||
#!/bin/sh
|
||||
# -*- coding: utf-8 -*-
|
||||
# Copyright (C) 2009, 2010, 2011, 2012, 2013, 2014, 2015, 2016
|
||||
# Laboratoire de Recherche et Développement de l'Epita (LRDE).
|
||||
# Copyright (C) 2009-2017 Laboratoire de Recherche et Développement de
|
||||
# l'Epita (LRDE).
|
||||
# Copyright (C) 2003, 2004 Laboratoire d'Informatique de Paris 6 (LIP6),
|
||||
# département Systèmes Répartis Coopératifs (SRC), Université Pierre
|
||||
# et Marie Curie.
|
||||
|
|
@ -24,11 +24,12 @@
|
|||
. ./defs
|
||||
|
||||
# If the size of automata produced by ltl2tgba on the formulas we
|
||||
# commonly use as benchmark, we want to notice it.
|
||||
# commonly use as benchmark change, we want to notice it.
|
||||
|
||||
set -e
|
||||
genltl --dac-patterns --eh-patterns --sb-patterns --format=%F,%L,%f >pos
|
||||
(cat pos; ltlfilt --negate pos/3 --format='!%<,%f') | ltlfilt -u -F-/3 >formulas
|
||||
genltl --dac --eh --sb --hkrss --format=%F,%L,%f >pos
|
||||
(cat pos; ltlfilt --negate pos/3 --format='!%<,%f') |
|
||||
ltlfilt -u -F-/3 >formulas
|
||||
|
||||
ltl2tgba -Fformulas/3 --stats='%<,%f, %s,%t' |
|
||||
ltl2tgba -D -F-/3 --stats='%<,%f,%>, %s,%t' |
|
||||
|
|
@ -129,6 +130,59 @@ sb-patterns,24, 4,16, 4,16, 4,16, 4,16
|
|||
sb-patterns,25, 3,10, 3,10, 3,10, 3,10
|
||||
sb-patterns,26, 1,1, 1,1, 1,1, 1,1
|
||||
sb-patterns,27, 2,7, 2,7, 2,7, 2,7
|
||||
hkrss-patterns,1, 1,2, 1,2, 3,6, 3,6
|
||||
hkrss-patterns,2, 1,2, 1,2, 3,6, 3,6
|
||||
hkrss-patterns,3, 5,36, 5,36, 5,36, 5,36
|
||||
hkrss-patterns,4, 9,400, 9,400, 9,400, 9,400
|
||||
hkrss-patterns,6, 1,2, 1,2, 3,6, 3,6
|
||||
hkrss-patterns,7, 2,8, 2,8, 2,8, 2,8
|
||||
hkrss-patterns,8, 1,1, 1,1, 1,1, 1,1
|
||||
hkrss-patterns,9, 2,8, 2,8, 2,8, 2,8
|
||||
hkrss-patterns,11, 2,16, 2,16, 2,16, 2,16
|
||||
hkrss-patterns,12, 2,32, 2,32, 2,32, 2,32
|
||||
hkrss-patterns,13, 16,4096, 16,4096, 40,10240, 40,10240
|
||||
hkrss-patterns,14, 1,1, 1,1, 1,1, 1,1
|
||||
hkrss-patterns,15, 1,3, 1,3, 1,3, 1,3
|
||||
hkrss-patterns,16, 1,3, 1,3, 1,3, 1,3
|
||||
hkrss-patterns,17, 1,3, 1,3, 1,3, 1,3
|
||||
hkrss-patterns,18, 1,6, 1,6, 1,6, 1,6
|
||||
hkrss-patterns,19, 1,25, 1,25, 1,25, 1,25
|
||||
hkrss-patterns,20, 1,31, 1,31, 1,31, 1,31
|
||||
hkrss-patterns,21, 2,1024, 2,1024, 2,1024, 2,1024
|
||||
hkrss-patterns,22, 2,1024, 2,1024, 2,1024, 2,1024
|
||||
hkrss-patterns,23, 1,63, 1,63, 1,63, 1,63
|
||||
hkrss-patterns,24, 1,63, 1,63, 1,63, 1,63
|
||||
hkrss-patterns,25, 1,63, 1,63, 1,63, 1,63
|
||||
hkrss-patterns,26, 1,98, 1,98, 1,98, 1,98
|
||||
hkrss-patterns,27, 1,127, 1,127, 1,127, 1,127
|
||||
hkrss-patterns,28, 1,255, 1,255, 1,255, 1,255
|
||||
hkrss-patterns,29, 3,44, 3,44, 3,44, 3,44
|
||||
hkrss-patterns,30, 5,78, 5,78, 5,78, 5,78
|
||||
hkrss-patterns,31, 1,1, 1,1, 1,1, 1,1
|
||||
hkrss-patterns,32, 3,46, 3,46, 3,46, 3,46
|
||||
hkrss-patterns,33, 3,46, 3,46, 3,46, 3,46
|
||||
hkrss-patterns,34, 2,12, 2,12, 2,12, 2,12
|
||||
hkrss-patterns,35, 2,7, 2,7, 2,7, 2,7
|
||||
hkrss-patterns,36, 34,192, 34,192, 35,208, 35,208
|
||||
hkrss-patterns,37, 2,30, 2,30, 2,30, 2,30
|
||||
hkrss-patterns,38, 2,7, 2,7, 3,10, 3,10
|
||||
hkrss-patterns,39, 3,11, 3,11, 3,11, 3,11
|
||||
hkrss-patterns,40, 4,13, 4,13, 4,13, 4,13
|
||||
hkrss-patterns,41, 6,17, 6,17, 6,17, 6,17
|
||||
hkrss-patterns,42, 6,17, 6,17, 6,17, 6,17
|
||||
hkrss-patterns,43, 8,21, 8,21, 8,21, 8,21
|
||||
hkrss-patterns,44, 6,22, 6,22, 6,22, 6,22
|
||||
hkrss-patterns,45, 12,23, 12,23, 12,23, 12,23
|
||||
hkrss-patterns,46, 4,14, 5,14, 4,14, 5,14
|
||||
hkrss-patterns,47, 4,14, 5,14, 4,14, 5,14
|
||||
hkrss-patterns,48, 2,36, 2,36, 2,36, 2,36
|
||||
hkrss-patterns,49, 2,7, 2,7, 2,7, 2,7
|
||||
hkrss-patterns,50, 2,7, 2,7, 2,7, 2,7
|
||||
hkrss-patterns,51, 2,2, 2,2, 2,2, 2,2
|
||||
hkrss-patterns,52, 4,25, 4,25, 5,29, 5,29
|
||||
hkrss-patterns,53, 3,22, 3,22, 3,22, 3,22
|
||||
hkrss-patterns,54, 3,22, 3,22, 3,22, 3,22
|
||||
hkrss-patterns,55, 5,8, 5,8, 5,8, 5,8
|
||||
!dac-patterns,1, 2,4, 2,4, 2,4, 2,4
|
||||
!dac-patterns,2, 3,10, 3,10, 3,10, 3,10
|
||||
!dac-patterns,3, 3,12, 3,12, 3,12, 3,12
|
||||
|
|
@ -214,6 +268,59 @@ sb-patterns,27, 2,7, 2,7, 2,7, 2,7
|
|||
!sb-patterns,25, 4,32, 4,32, 4,32, 4,32
|
||||
!sb-patterns,26, 2,4, 2,4, 2,4, 2,4
|
||||
!sb-patterns,27, 2,6, 2,6, 2,6, 2,6
|
||||
!hkrss-patterns,1, 3,6, 3,6, 3,6, 3,6
|
||||
!hkrss-patterns,2, 3,6, 3,6, 3,6, 3,6
|
||||
!hkrss-patterns,3, 5,12, 5,12, 5,12, 5,12
|
||||
!hkrss-patterns,4, 17,48, 17,48, 17,48, 17,48
|
||||
!hkrss-patterns,6, 3,6, 3,6, 3,6, 3,6
|
||||
!hkrss-patterns,7, 2,8, 2,8, 2,8, 2,8
|
||||
!hkrss-patterns,8, 1,0, 1,0, 1,0, 1,0
|
||||
!hkrss-patterns,9, 2,7, 2,7, 2,7, 2,7
|
||||
!hkrss-patterns,11, 2,11, 2,11, 2,11, 2,11
|
||||
!hkrss-patterns,12, 2,19, 2,19, 2,19, 2,19
|
||||
!hkrss-patterns,13, 5,1024, 5,1024, 5,1024, 5,1024
|
||||
!hkrss-patterns,14, 2,8, 2,8, 2,8, 2,8
|
||||
!hkrss-patterns,15, 2,8, 2,8, 2,8, 2,8
|
||||
!hkrss-patterns,16, 2,8, 2,8, 2,8, 2,8
|
||||
!hkrss-patterns,17, 2,8, 2,8, 2,8, 2,8
|
||||
!hkrss-patterns,18, 2,16, 2,16, 2,16, 2,16
|
||||
!hkrss-patterns,19, 2,64, 2,64, 2,64, 2,64
|
||||
!hkrss-patterns,20, 2,64, 2,64, 2,64, 2,64
|
||||
!hkrss-patterns,21, 2,1007, 2,1007, 2,1007, 2,1007
|
||||
!hkrss-patterns,22, 2,1007, 2,1007, 2,1007, 2,1007
|
||||
!hkrss-patterns,23, 2,128, 2,128, 2,128, 2,128
|
||||
!hkrss-patterns,24, 2,128, 2,128, 2,128, 2,128
|
||||
!hkrss-patterns,25, 2,128, 2,128, 2,128, 2,128
|
||||
!hkrss-patterns,26, 2,256, 2,256, 2,256, 2,256
|
||||
!hkrss-patterns,27, 2,256, 2,256, 2,256, 2,256
|
||||
!hkrss-patterns,28, 2,512, 2,512, 2,512, 2,512
|
||||
!hkrss-patterns,29, 4,64, 4,64, 4,64, 4,64
|
||||
!hkrss-patterns,30, 6,48, 6,48, 6,48, 6,48
|
||||
!hkrss-patterns,31, 1,0, 1,0, 1,0, 1,0
|
||||
!hkrss-patterns,32, 4,42, 4,42, 4,42, 4,42
|
||||
!hkrss-patterns,33, 4,42, 4,42, 4,42, 4,42
|
||||
!hkrss-patterns,34, 3,24, 3,24, 3,24, 3,24
|
||||
!hkrss-patterns,35, 3,12, 3,12, 3,12, 3,12
|
||||
!hkrss-patterns,36, 19,784, 19,784, 19,784, 19,784
|
||||
!hkrss-patterns,37, 3,48, 3,48, 3,48, 3,48
|
||||
!hkrss-patterns,38, 3,12, 3,12, 3,12, 3,12
|
||||
!hkrss-patterns,39, 4,16, 4,16, 4,16, 4,16
|
||||
!hkrss-patterns,40, 5,19, 5,19, 5,19, 5,19
|
||||
!hkrss-patterns,41, 7,27, 7,27, 7,27, 7,27
|
||||
!hkrss-patterns,42, 7,27, 7,27, 7,27, 7,27
|
||||
!hkrss-patterns,43, 9,35, 9,35, 9,35, 9,35
|
||||
!hkrss-patterns,44, 7,24, 7,24, 7,24, 7,24
|
||||
!hkrss-patterns,45, 13,26, 13,26, 13,26, 13,26
|
||||
!hkrss-patterns,46, 6,24, 6,24, 6,24, 6,24
|
||||
!hkrss-patterns,47, 6,24, 6,24, 6,24, 6,24
|
||||
!hkrss-patterns,48, 3,96, 3,96, 4,128, 4,128
|
||||
!hkrss-patterns,49, 2,6, 2,6, 2,6, 2,6
|
||||
!hkrss-patterns,50, 2,6, 2,6, 2,6, 2,6
|
||||
!hkrss-patterns,51, 3,6, 3,6, 3,6, 3,6
|
||||
!hkrss-patterns,52, 5,37, 5,37, 5,37, 5,37
|
||||
!hkrss-patterns,53, 4,32, 4,32, 4,32, 4,32
|
||||
!hkrss-patterns,54, 4,32, 4,32, 4,32, 4,32
|
||||
!hkrss-patterns,55, 5,12, 6,12, 5,12, 6,12
|
||||
EOF
|
||||
|
||||
diff output expected
|
||||
|
|
|
|||
Loading…
Add table
Add a link
Reference in a new issue