Searched refs:command (Results 1 - 11 of 11) sorted by relevance
/hets/GMP/CoLoSS/ |
H A D | tool.php | 13 $command = "./coloss.cgi ".$l." -t "."\"".$f."\"";
variable 14 $output = shell_exec($command);
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/hets/ |
H A D | var.mk | 18 STACK ?= $(shell command -v stack 2> /dev/null)
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/hets/Isabelle/export/ |
H A D | export_helper.ml | 72 |liftP _ (State ([],_)) = Failed "Expected command" 287 else Fail "Unexpected command!" 288 |_ => Fail "Expected non-empty command!"; 295 else Fail "Unexpected command!" 296 |_ => Fail "Expected non-empty command!"; 452 |_ => Fail "Expected non-empty command!"; 459 |_ => Fail "Expected non-empty command!"; 475 |_ => Fail "Expected non-empty command!") #> pack
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H A D | parser.ml | 173 val not_command = Parse.group (fn () => "non-command token") 175 fun command s = Parse.group (fn () => "command "^s) 178 fun command_with_args s = command s -- Scan.repeat not_command >> op::; 241 command "oops" >> single, 257 command "oops" >> single, 259 command ".." >> single, 260 command "." >> single]) >> op@ 1299 val _ = Toplevel.command (Toplevel.exit
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/hets/GMP/papers/optInWork/ |
H A D | llncs.cls | 533 \leavevmode % TeX command to enter horizontal mode.
828 % LaTeX does not provide a command to enter the authors institute
829 % addresses. The \institute command is defined here.
1011 % definition of the "\spnewtheorem" command.
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/hets/GMP/papers/optimizing/ |
H A D | llncs.cls | 533 \leavevmode % TeX command to enter horizontal mode.
828 % LaTeX does not provide a command to enter the authors institute
829 % addresses. The \institute command is defined here.
1011 % definition of the "\spnewtheorem" command.
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/hets/doc/ |
H A D | UserGuide.tex | 757 command line option of \Hets. In all other cases \texttt{.xml} files are 1788 theorems have trivial proofs, using the `oops` command. However, if 1916 E-KRHyper's options, run the command 1920 in a terminal. Then enter the command 1925 a long list of all available parameters. You can exit E-KRHyper by the command 1940 Darwin supports a wide range of options, to get an overview of them run the command
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H A D | UserGuideCommonLogic.tex | 1425 theorems have trivial proofs, using the `oops` command. However, if
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H A D | hs2isa.tex | 135 %Isabelle and AWE. The application is run by a command that takes as arguments
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/hets/OWL2/java/lib/ |
H A D | guava-18.0.jar | META-INF/MANIFEST.MF META-INF/ META-INF/maven/ META-INF/maven/com. ... |
/hets/CASL/Termination/ |
H A D | AProVE.jar | META-INF/ META-INF/MANIFEST.MF aprove/ aprove/CommandLineInterface/ aprove/Framework/ aprove/Framework/Algebra/ aprove/Framework/ ... |
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