| Server IP : 127.0.0.1 / Your IP : 216.73.216.109 Web Server : Apache/2.4.54 (Win64) OpenSSL/1.1.1q PHP/8.1.10 System : Windows NT DESKTOP-E5T4RUN 10.0 build 19045 (Windows 10) AMD64 User : SERVERWEB ( 0) PHP Version : 8.1.10 Disable Function : NONE MySQL : OFF | cURL : ON | WGET : OFF | Perl : OFF | Python : OFF | Sudo : OFF | Pkexec : OFF Directory : C:/cygwin64/lib/python3.9/site-packages/pygments/lexers/__pycache__/ |
Upload File : |
a
SҼa3L � @ s� d Z ddlZddlmZmZmZ ddlmZmZm Z m
Z
m Z m Z m
Z
mZmZ g d�ZG dd� de�ZG dd � d e�ZG d
d � d e�ZdS ) z�
pygments.lexers.theorem
~~~~~~~~~~~~~~~~~~~~~~~
Lexers for theorem-proving languages.
:copyright: Copyright 2006-2021 by the Pygments team, see AUTHORS.
:license: BSD, see LICENSE for details.
� N)�
RegexLexer�default�words) �Text�Comment�Operator�Keyword�Name�String�Number� Punctuation�Generic)�CoqLexer�
IsabelleLexer� LeanLexerc @ s� e Zd ZdZdZdgZdgZdgZej Z
dZ dZ dZ
d Zd
Zd Zd Zd
ZdZdZdefdejjfdedfee ddd�ej fee ddd�efee
ddd�ej feeddd�efeeddd�ejfeeddd�ej fdefdd� eddd� � e fdeeef e fd efd e!j"fd e!j#fd e!j$fd e!j%fd!e!j&fd"e'j(fd#e'j(fd$efd%e'j)d&fd'efd(ejjfgd)efded*fd+ed,fd-efgd.e'j)fd/e'j)fd%e'j)d,fgdefd0e*fd1ej fd2ej+d,fd3ed,fe,d,�gd4�Z-d5d6� Z.dS )7r zZ
For the `Coq <http://coq.inria.fr/>`_ theorem prover.
.. versionadded:: 1.5
ZCoqZcoqz*.vz
text/x-coq)OZSectionZModuleZEndZRequireZImportZExport�VariableZ VariablesZ ParameterZ
ParametersZAxiomZ
HypothesisZ
HypothesesZNotationZLocalZTactic�ReservedZScopeZOpenZCloseZBindZDelimitZ
DefinitionZLetZLtacZFixpointZ
CoFixpointZMorphismZRelationZImplicitZ Arguments�SetZUnsetZ
ContextualZStrictZPrenexZ ImplicitsZ InductiveZ CoInductiveZRecordZ StructureZ CanonicalZCoercionZTheoremZLemmaZ CorollaryZ PropositionZFactZRemarkZExample�ProofZGoalZSave�QedZDefinedZHintZResolveZRewriteZViewZSearchZAbortZAdmittedZShowZPrintZPrintingZAllZGraphZ ProjectionsZinsideZoutsideZCheckZGlobalZInstance�ClassZExistingZUniverseZ PolymorphicZ MonomorphicZContext)�forall�existsZexists2�fun�fixZcofix�struct�match�end�in�return�let�if�is�then�else�forZofZnosimpl�with�as)�Type�PropZSProp)CZpose�set�move�caseZelim�apply�clearZhnfZintroZintrosZ
generalize�rename�patternZafterZdestructZ induction�usingZrefineZ inversionZ injectionZrewriteZcongrZunlockZcomputeZringZfield�replaceZfoldZunfoldZchangeZ
cutrewriteZsimpl�haveZsuffZwlog�sufficesZwithoutZlossZnat_norm�assertZcutZtrivialZrevertZ
bool_congrZ nat_congrZsymmetryZ transitivity�auto�split�left�rightZ autorewrite�tautoZsetoid_rewriteZ intuitionZeautoZeapplyZ econstructorZ
etransitivity� constructorZerewriteZredZcbv�lazyZ
vm_computeZnative_compute�subst) �by�done�exactZ reflexivityr: ZromegaZomegaZ
assumptionZsolveZ
contradictionZ discriminateZ
congruence)�doZlast�first�tryZidtac�repeat):z!=�#�&z&&z\(z\)�\*z\+�,�-z-\.z->�\.z\.\.�:�::�:=z:>�;z;;�<z<-z<->�=�>z>]z>\}z\?z\?\?z\[z\[<z\[>z\[\|�]�_�`z\{z\{<z\|z\|]�\}�~z=>z/\\z\\/z\{\|z\|\}u λ� ¬u ∧u ∨u ∀u ∃u →u ↔u ≠u ≤u ≥z[!$%&*+\./:<=>?@^|~-]z[!?~]z[=<>@^|&+\*/$%-]�\s+zfalse|true|\(\)|\[\]�\(\*�comment�\b��prefix�suffixz\b([A-Z][\w\']*)z(%s)�|N���z
(%s|%s)?%sz
[^\W\d][\w']*�\d[\d_]*�0[xX][\da-fA-F][\da-fA-F_]*�0[oO][0-7][0-7_]*�0[bB][01][01_]*z(-?\d[\d_]*(.[\d_]*)?([eE][+\-]?\d[\d_]*)z7'(?:(\\[\\\"'ntbr ])|(\\[0-9]{3})|(\\x[0-9a-fA-F]{2}))'z'.'�'�"�string�[~?][a-z][\w\']*:�\S�[^(*)]+�#push�\*\)�#pop�[(*)]z[^"]+z""rJ z[A-Z][\w\']*(?=\s*\.)z [A-Z][\w\']*z[a-z][a-z0-9_\']*)�rootrZ rg Zdottedc C s d| v rd| v rdS d S )Nr r � � )�textrq rq �;/usr/lib/python3.9/site-packages/pygments/lexers/theorem.py� analyse_text� s zCoqLexer.analyse_text)/�__name__�
__module__� __qualname__�__doc__�name�aliases� filenames� mimetypes�re�UNICODE�flagsZ keywords1Z keywords2Z keywords3Z keywords4Z keywords5Z keywords6Zkeyopts� operatorsZ prefix_symsZ
infix_symsr r �Builtin�Pseudor r r � Namespacer( r �joinr r �Integer�Hex�Oct�BinZFloatr
�Char�Doubler r r �tokensrt rq rq rq rs r sv
�"�
�
��7r c " @ s� e Zd ZdZdZdgZdgZdgZdZdZ dZ
d Z d
Z d Z
d Zd
ZdZdZdZdZdZdZdZdZdZdZdZdefde dfd e d fe e�e fe e�e j fe ed d d �e j!fe e d d d �e j"fe e
d d d �e fe e
d d d �e fe e d d d �e#j$fe e d d d �e#j%fe ed d d �e j&fe ed d d �e j&fe ed d d �e#j'fe ed d d �e fe ed d d �e fe ed d d �e fe ed d d �e fe ed d d �e fe ed d d �e fe ed d d �e fe ed d d �e j!fd ej(fd!e)fd"e)fd#e)j"fd$e)fd%e*j+fd&e*j,fd'e*j-fd(e.d)fd*e.j/d+fg d,e fde d-fd.e d/fd0e fgd1e fd2e d/fd3e fd4e fgd5e.fd e.j(fd6e.fd7e.fd(e.d/fgd8e.j/fd e.j(fd9e.j/fd7e.j/fd*e.j/d/fgd:�Z0d;S )<r zf
For the `Isabelle <http://isabelle.in.tum.de/>`_ proof assistant.
.. versionadded:: 2.0
ZIsabelleZisabellez*.thyztext/x-isabelle)2�andZassumesZattachZavoidsZbinderZcheckingZclass_instanceZclass_relationZ code_moduleZcongs�constantZ
constrainsZ datatypesZdefines�file�fixesr% Z functions�hintsZ
identifierr! Zimportsr Zincludes�infix�infixl�infixrr" �keywordsr< Z module_nameZmonosZ morphismsZ
no_discs_selsZnotesZobtains�open�outputZ
overloadedZ
parametricZ
permissiveZ pervasiveZ
rep_compatZshows� structureZ
type_classZtype_constructorZ uncheckedZunsafe�where)LZ
ML_commandZML_valZ
class_depsZ code_depsZ code_thmsZdisplay_draftsZ find_constsZ
find_theoremsZfind_unused_assmsZfull_prf�helpZ locale_depsZnitpickZprZprfZ
print_abbrevsZprint_antiquotationsZprint_attributesZ print_bindsZ
print_bnfsZ
print_bundlesZprint_case_translationsZ print_casesZ print_clasetZ
print_classesZprint_codeprocZprint_codesetupZprint_coercionsZprint_commandsZ
print_contextZprint_defn_rulesZprint_dependenciesZ print_factsZprint_induct_rulesZprint_inductivesZ
print_interpsZ print_localeZ
print_localesZ
print_methodsZ
print_optionsZ print_ordersZprint_quot_mapsZprint_quotconstsZprint_quotientsZprint_quotientsQ3Zprint_quotmapsQ3Z print_rulesZ
print_simpsetZ print_stateZprint_statementZ print_syntaxZprint_theoremsZ print_theoryZprint_trans_rulesZprop�pwdZ
quickcheckZrefuteZ sledgehammerZ
smt_statusZ solve_directZ spark_statusZtermZthmZthm_depsZthy_depsrC Ztry0�typZ unused_thms�value�valuesZwelcomeZprint_ML_antiquotationsZprint_term_bindingsZ
values_prolog)Ztheory�beginr )�headerZchapter)�sectionZ
subsectionZ
subsubsectionZsectZsubsectZ
subsubsect)�ZMLZML_file� abbreviationZadhoc_overloadingZaritiesZ atom_declZattribute_setupZaxiomatizationZbundleZ
case_of_simps�class�classesZclassrelZ
codatatypeZ
code_abortZ
code_classZ
code_constZ
code_datatypeZcode_identifierZ code_includeZ
code_instanceZcode_modulenameZ
code_monadZ
code_printingZ code_reflectZ
code_reservedZ code_type� coinductiveZcoinductive_setZconsts�contextZdatatypeZ datatype_newZdatatype_new_compatZ declarationZdeclareZ default_sortZ defer_recdef�
definitionZdefs�domainZdomain_isomorphismZ domaindefZ equivarianceZ export_code�extractZ extract_typeZfixrecr Z fun_casesZ
hide_classZ
hide_constZ hide_factZ hide_typeZimport_const_mapZ import_fileZ import_tptpZimport_type_map� inductiveZ
inductive_setZ
instantiationZjudgmentZlemmasZlifting_forgetZlifting_updateZ local_setup�localeZ method_setupZnitpick_paramsZno_adhoc_overloadingZ no_notationZ no_syntaxZno_translationsZno_type_notationZnominal_datatypeZ nonterminal�notationZnotepadZoracleZ overloadingZparse_ast_translationZparse_translationZpartial_functionZ primcorecZprimrecZ primrec_newZprint_ast_translationZprint_translationZquickcheck_generatorZquickcheck_paramsZ
realizabilityZ realizersZrecdef�recordZ
refute_paramsZsetupZ
setup_liftingZ
simproc_setupZ
simps_of_caseZsledgehammer_paramsZ spark_endZ
spark_openZspark_open_sivZspark_open_vcgZspark_proof_functionsZ spark_typesZ
statespaceZsyntaxZsyntax_declarationrr Ztext_rawZtheoremsZ translationsZ
type_notationZ type_synonymZtyped_print_translationZtypedeclZ
hoarestateZinstall_C_fileZinstall_C_typesZ wpc_setupZc_defsZc_typesZmemsafeZ
SML_exportZSML_fileZ
SML_importZ approximateZbnf_axiomatizationZ cartoucheZdatatype_compatZfree_constructorsZfunctorZnominal_functionZnominal_terminationZpermanent_interpretationZbindsZdefiningZ smt2_statusZterm_cartoucheZ boogie_fileZtext_cartouche)Zinductive_casesZinductive_simps)!Zax_specificationZbnfZ code_predZ corollaryZcpodefZcrunchZ
crunch_ignoreZ
enriched_type�function�instanceZinterpretation�lemmaZlift_definitionZnominal_inductiveZnominal_inductive2Znominal_primrecZpcpodefZprimcorecursiveZquotient_definitionZ
quotient_typeZ recdef_tcZ rep_datatypeZschematic_corollaryZschematic_lemmaZschematic_theoremZspark_vcZ
specification�subclassZ sublocaleZ termination�theoremZtypedefZwrap_free_constructors)r> r? Zqed)�sorryZoops)r3 ZhenceZ interpret)�nextZproof)�finally�fromr# Z
ultimatelyr& ) ZML_prfZalso�includeZ includingr ZmoreoverZnoteZtxtZtxt_rawZ unfoldingr1 �write)�assumer, �defr Zpresume)ZguessZobtain�showZthus)r- Z apply_endZ apply_traceZbackZdeferZprefer)rL rK �(�)�[rR rS rP rH r_ �+rI �!�?)�{�}�.z..rX rY rZ z\{\*rr r[ r\ z\\<\w*>z[^\W\d][.\w']*z\?[^\W\d][.\w']*z'[^\W\d][.\w']*ra rb rc rd rf rg rT �factrj rk rl rm rn z[^*}]+z\*\}rG rU z[^"\\]+z\\"z\\z[^`\\]+z\\`)ro rZ rr rg r� N)1ru rv rw rx ry rz r{ r| Z
keyword_minorZ keyword_diagZ keyword_thyZkeyword_sectionZkeyword_subsectionZkeyword_theory_declZkeyword_theory_scriptZkeyword_theory_goalZ keyword_qedZkeyword_abandon_proofZkeyword_proof_goalZkeyword_proof_blockZkeyword_proof_chainZkeyword_proof_declZkeyword_proof_asmZkeyword_proof_asm_goalZkeyword_proof_scriptr� Zproof_operatorsr r r r ZWordr r� r( r
ZHeadingZ
Subheadingr� �ErrorZSymbolr r r� r� r� r
ZOtherr� rq rq rq rs r � s� &
�1���
��r c @ sr e Zd ZdZdZdgZdgZdgZej ej
B Z de fde
jdfd ed
fd ejfed d
d
d�ejfedd
d
d�ejfdejfedd
d
d�efedd
d
d�ejfedd
d
d�ejfedd
d�efed�efdefdejfdejfdejfde
j d fd e
j fd ej fd ej j fgd ej!fd ej!d!fd"ej!d#fd$ej!fgd e
jfd"e
jd#fd$e
jfgd%e
j fd&e
j"fde
j d#fgd'�Z#d(S ))r zm
For the `Lean <https://github.com/leanprover/lean>`_
theorem prover.
.. versionadded:: 2.0
ZLeanZleanz*.leanz text/x-leanrX z/--� docstringz/-rZ z--.*?$)�importZrenamingZhiding� namespace�localZprivate� protectedr� r� Zomitr� r� Zexportr� � attributer[ r\ )(r� r� r� r� ZexampleZaxiomZaxiomsr� Z constantsZuniverseZ universesr� r� r� Zextendsr� r� r� znoncomputable theoryZ
noncomputableZmutual�metar� Z parameter�
parameters�variableZ variablesZreserveZ
precedenceZpostfixr] r� r� r� r� r� r> r Z
set_optionZrun_cmdz @\[[^\]]*\])r r ZPir� r3 r� r� r4 r r! r$ r# r r& Zcalcr rA )r� Zadmit)ZSortr) r( )z#evalz#checkz#reducez#exitz#printz#help)r^ )r� r� rK r� r� r� rR u ⟨u ⟩u ‹u ›u ⦃u ⦄rM rH z�[A-Za-z_\u03b1-\u03ba\u03bc-\u03fb\u1f00-\u1ffe\u2100-\u214f][.A-Za-z_\'\u03b1-\u03ba\u03bc-\u03fb\u1f00-\u1ffe\u2070-\u2079\u207f-\u2089\u2090-\u209c\u2100-\u214f0-9]*z0x[A-Za-z0-9]+z0b[01]+z\d+rf rg z='(?:(\\[\\\"'nt])|(\\x[0-9a-fA-F]{2})|(\\u[0-9a-fA-F]{4})|.)'rh ri z[^/-]rk z-/rm z[/-]z[^\\"]+z9(?:(\\[\\\"'nt])|(\\x[0-9a-fA-F]{2})|(\\u[0-9a-fA-F]{4})))ro rZ r� rg N)$ru rv rw rx ry rz r{ r| r} � MULTILINEr~ r r r
ZDocr �Singler r r� Z Declarationr
r� r( r r r r� r� r� r r� r� Z MultilineZEscaper� rq rq rq rs r } sz
� �
��������
�C
�
�
��r )rx r} Zpygments.lexerr r r Zpygments.tokenr r r r r r
r r r
�__all__r r r rq rq rq rs �<module> s
, Y