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pygments.lexers.theorem
~~~~~~~~~~~~~~~~~~~~~~~
Lexers for theorem-proving languages.
:copyright: Copyright 2006-2019 by the Pygments team, see AUTHORS.
:license: BSD, see LICENSE for details.
iN( t
RegexLexert defaultt words( t Textt Commentt Operatort Keywordt Namet Stringt Numbert Punctuationt Generict CoqLexert
IsabelleLexert LeanLexerc M B s e Z d Z d Z d g Z d g Z d g Z dZ dZ dZ dZ
dZ d Z d Z
d Z d Z d Z i d e f d e j j f d e d f e e d d d d e j f e e d d d d e f e e d d d d e j f e e
d d d d e f e e d d d d e j f e e d d d d e j f d e f d d j e
d d d e f d e e e f e f d e f d e j f d e j f de j f de j! f de j" f de# j$ f de# j$ f de f de# j% df d e f g d
6d e f d e d f d
e df de f g d 6de# j% f de# j% f de# j% df g d6d e f d e& f de j f de j' df de df e( d g d6Z) d Z* RS( sZ
For the `Coq `_ theorem prover.
.. versionadded:: 1.5
t Coqt coqs *.vs
text/x-coqt Sectiont Modulet Endt Requiret Importt Exportt Variablet Variablest Parametert
Parameterst Axiomt
Hypothesist
Hypothesest Notationt Localt Tactict Reservedt Scopet Opent Closet Bindt Delimitt
Definitiont Lett Ltact Fixpointt
CoFixpointt Morphismt Relationt Implicitt Argumentst Sett Unsett
Contextualt Strictt Prenext Implicitst Inductivet CoInductivet Recordt Structuret Canonicalt Coerciont Theoremt Lemmat Corollaryt Propositiont Factt Remarkt Examplet Prooft Goalt Savet Qedt Definedt Hintt Resolvet Rewritet Viewt Searcht Showt Printt Printingt Allt Grapht Projectionst insidet outsidet Checkt Globalt Instancet Classt Existingt Universet Polymorphict Monomorphict Contextt forallt existst exists2t funt fixt cofixt structt matcht endt int returnt lett ift ist thent elset fort oft nosimplt witht ast Typet Propt poset sett movet caset elimt applyt cleart hnft introt introst
generalizet renamet patternt aftert destructt inductiont usingt refinet inversiont injectiont rewritet congrt unlockt computet ringt fieldt replacet foldt unfoldt changet
cutrewritet simplt havet sufft wlogt sufficest withoutt losst nat_normt assertt cutt trivialt revertt
bool_congrt nat_congrt symmetryt transitivityt autot splitt leftt rightt autorewritet tautot setoid_rewritet intuitiont eautot eapplyt econstructort
etransitivityt constructort erewritet redt cbvt lazyt
vm_computet native_computet substt byt donet exactt reflexivityt romegat omegat
assumptiont solvet
contradictiont discriminatet
congruencet dot lastt firstt tryt idtact repeats !=t #t &s &&s \(s \)s \*s \+t ,t -s -\.s ->s \.s \.\.t :s ::s :=s :>t ;s ;;t t =t >s >]s >\}s \?s \?\?s \[s \[s \[\|t ]t _t `s \{s \{s /\\s \\/s \{\|s \|\}u Πu λs [!$%&*+\./:<=>?@^|~-]s [!?~]s [=<>@^|&+\*/$%-]s \s+s false|true|\(\)|\[\]s \(\*t commentt prefixs \bt suffixs \b([A-Z][\w\']*)s (%s)t |Nis
(%s|%s)?%ss
[^\W\d][\w']*s \d[\d_]*s 0[xX][\da-fA-F][\da-fA-F_]*s 0[oO][0-7][0-7_]*s 0[bB][01][01_]*s( -?\d[\d_]*(.[\d_]*)?([eE][+\-]?\d[\d_]*)s7 '(?:(\\[\\\"'ntbr ])|(\\[0-9]{3})|(\\x[0-9a-fA-F]{2}))'s '.'t 't "t strings [~?][a-z][\w\']*:t roots [^(*)]+s #pushs \*\)s #pops [(*)]s [^"]+s ""s [A-Z][\w\']*(?=\s*\.)s [A-Z][\w\']*s [a-z][a-z0-9_\']*t dottedc C s | j d r t Sd S( Ns (*( t
startswitht True( t text( ( s6 lib/python2.7/site-packages/pygments/lexers/theorem.pyt analyse_text s (M R R R R R R R R R R R R R R R R R! R" R# R$ R% R& R' R( R) R* R+ R, R- R. R/ R0 R1 R2 R3 R4 R5 R6 R7 R8 R9 R: R; R< R= R> R? R@ RA RB RC RD RE RF RG RH RI RJ RK RL RM RN RO RP RQ RR RS RT RU RV RW RX RY RZ R[ R\ R] ( R^ R_ R` Ra Rb Rc Rd Re Rf Rg Rh Ri Rj Rk Rl Rm Rn Ro Rp Rq Rr ( Rs Rt (C Ru Rv Rw Rx Ry Rz R{ R| R} R~ R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R ( R R R R R R R R R R R R ( R R R R R R (1 s !=R R s &&s \(s \)s \*s \+R R s -\.s ->s \.s \.\.R s ::s :=s :>R s ;;R s <-s <->R R s >]s >\}s \?s \?\?s \[s \[s \[\|R R R s \{s \{s /\\s \\/s \{\|s \|\}u Πu λ(+ t __name__t
__module__t __doc__t namet aliasest filenamest mimetypest keywords1t keywords2t keywords3t keywords4t keywords5t keywords6t keyoptst operatorst prefix_symst
infix_symsR R t Builtint PseudoR R R t NamespaceRs R! t joinR R t Integert Hext Octt Bint FloatR t Chart DoubleR
RX R t tokensR ( ( ( s6 lib/python2.7/site-packages/pygments/lexers/theorem.pyR s
# c B s$ e Z d Z d Z d g Z d g Z d g Z dZ dZ dZ dZ
dZ dZ dZ
dZ dZ dZ dZ dZ dZ dZ dZ dZ dZ dZ dZ i d{e f d|e d}f d~e d f e e e f e e e j f e e dddde j f e e dddde j! f e e dddde f e e dddde f e e
dddde" j# f e e dddde" j$ f e e dddde j% f e e
dddde j% f e e dddde" j& f e e dddde f e e dddde f e e dddde f e e dddde f e e dddde f e e dddde f e e dddde f e e dddde j f de j' f de( f de( f de( j! f de( f de) j* f de) j+ f de) j, f de- df de- j. df g d6de f d|e df de df de f g d}6de f de df de f de f g d 6de- f de- j' f de- f de- f de- df g d6de- j. f de- j' f de- j. f de- j. f de- j. df g d6Z/ RS( sf
For the `Isabelle `_ proof assistant.
.. versionadded:: 2.0
t Isabellet isabelles *.thys text/x-isabellet andt assumest attacht avoidst bindert checkingt class_instancet class_relationt code_modulet congst constantt
constrainst datatypest definest filet fixesRn t functionst hintst
identifierRj t importsRg t includest infixt infixlt infixrRk t keywordsR t module_namet monost morphismst
no_discs_selst notest obtainst opent outputt
overloadedt
parametrict
permissivet pervasivet
rep_compatt showst structuret
type_classt type_constructort uncheckedt unsafet wheret
ML_commandt ML_valt
class_depst code_depst code_thmst display_draftst find_constst
find_theoremst find_unused_assmst full_prft helpt locale_depst nitpickt prt prft
print_abbrevst print_antiquotationst print_attributest print_bindst
print_bnfst
print_bundlest print_case_translationst print_casest print_clasett
print_classest print_codeproct print_codesetupt print_coercionst print_commandst
print_contextt print_defn_rulest print_dependenciest print_factst print_induct_rulest print_inductivest
print_interpst print_localet
print_localest
print_methodst
print_optionst print_orderst print_quot_mapst print_quotconstst print_quotientst print_quotientsQ3t print_quotmapsQ3t print_rulest
print_simpsett print_statet print_statementt print_syntaxt print_theoremst print_theoryt print_trans_rulest propt pwdt
quickcheckt refutet sledgehammert
smt_statust solve_directt spark_statust termt thmt thm_depst thy_depsR t try0t typt unused_thmst valuet valuest welcomet print_ML_antiquotationst print_term_bindingst
values_prologt theoryt beginRf t headert chaptert sectiont
subsectiont
subsubsectiont sectt subsectt
subsubsectt MLt ML_filet abbreviationt adhoc_overloadingt aritiest atom_declt attribute_setupt axiomatizationt bundlet
case_of_simpst classt classest classrelt
codatatypet
code_abortt
code_classt
code_constt
code_datatypet code_identifiert code_includet
code_instancet code_modulenamet
code_monadt
code_printingt code_reflectt
code_reservedt code_typet coinductivet coinductive_sett constst contextt datatypet datatype_newt datatype_new_compatt declarationt declaret default_sortt defer_recdeft
definitiont defst domaint domain_isomorphismt domaindeft equivariancet export_codet extractt extract_typet fixrecRa t fun_casest
hide_classt
hide_constt hide_factt hide_typet import_const_mapt import_filet import_tptpt import_type_mapt inductivet
inductive_sett
instantiationt judgmentt lemmast lifting_forgett lifting_updatet local_setupt localet method_setupt nitpick_paramst no_adhoc_overloadingt no_notationt no_syntaxt no_translationst no_type_notationt nominal_datatypet nonterminalt notationt notepadt oraclet overloadingt parse_ast_translationt parse_translationt partial_functiont primcorect primrect primrec_newt print_ast_translationt print_translationt quickcheck_generatort quickcheck_paramst
realizabilityt realizerst recdeft recordt
refute_paramst setupt
setup_liftingt
simproc_setupt
simps_of_caset sledgehammer_paramst spark_endt
spark_opent spark_open_sivt spark_open_vcgt spark_proof_functionst spark_typest
statespacet syntaxt syntax_declarationR t text_rawt theoremst translationst
type_notationt type_synonymt typed_print_translationt typedeclt
hoarestatet install_C_filet install_C_typest wpc_setupt c_defst c_typest memsafet
SML_exportt SML_filet
SML_importt approximatet bnf_axiomatizationt cartouchet datatype_compatt free_constructorst functort nominal_functiont nominal_terminationt permanent_interpretationt bindst definingt smt2_statust term_cartouchet boogie_filet text_cartouchet inductive_casest inductive_simpst ax_specificationt bnft code_predt corollaryt cpodeft cruncht
crunch_ignoret
enriched_typet functiont instancet interpretationt lemmat lift_definitiont nominal_inductivet nominal_inductive2t nominal_primrect pcpodeft primcorecursivet quotient_definitiont
quotient_typet recdef_tct rep_datatypet schematic_corollaryt schematic_lemmat schematic_theoremt spark_vct
specificationt subclasst sublocalet terminationt theoremt typedeft wrap_free_constructorsR R t qedt sorryt oopsR t hencet interprett nextt prooft finallyt fromRl t
ultimatelyRq t ML_prft alsot includet includingRi t moreovert notet txtt txt_rawt unfoldingR t writet assumeRx t defRb t presumet guesst obtaint showt thusRz t apply_endt apply_tracet backt defert prefers ::R t (t )t [R R R R R t +R t !t ?t {t }t .s ..s \s+s \(\*R s \{\*R s \bR s \\<\w*>s [^\W\d][.\w']*s \?[^\W\d][.\w']*s '[^\W\d][.\w']*s \d[\d_]*s 0[xX][\da-fA-F][\da-fA-F_]*s 0[oO][0-7][0-7_]*s 0[bB][01][01_]*R R R t factR s [^(*)]+s #pushs \*\)s #pops [(*)]s [^*}]+s \*\}s \*s \}s [^"\\]+s \\"s \\s [^`\\]+s \\`(2 R R R R R R R R R
R R R
R R R R Rn R R R Rj R Rg R R R R Rk R R R R R R R R R! R" R# R$ R% R& R' R( R) R* R+ R, R- R. (L R/ R0 R1 R2 R3 R4 R5 R6 R7 R8 R9 R: R; R< R= R> R? R@ RA RB RC RD RE RF RG RH RI RJ RK RL RM RN RO RP RQ RR RS RT RU RV RW RX RY RZ R[ R\ R] R^ R_ R` Ra Rb Rc Rd Re Rf Rg Rh Ri Rj Rk Rl Rm Rn Ro Rp R Rq Rr Rs Rt Ru Rv Rw Rx Ry ( Rz R{ Rf ( R| R} ( R~ R R R R R ( R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R Ra R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R R
R R R
R R ( R R (! R R R R R R R R R R R R R R R R! R" R# R$ R% R& R' R( R) R* R+ R, R- R. R/ R0 R1 R2 ( R R R3 ( R4 R5 ( R R6 R7 ( R8 R9 ( R: R; Rl R< Rq ( R= R> R? R@ Ri RA RB RC RD RE R RF ( RG Rx RH Rb RI ( RJ RK RL RM ( Rz RN RO RP RQ RR ( s ::R RS RT RU R R R R R RV R RW RX ( RY RZ R[ s ..(0 R R R R R R R t
keyword_minort keyword_diagt keyword_thyt keyword_sectiont keyword_subsectiont keyword_theory_declt keyword_theory_scriptt keyword_theory_goalt keyword_qedt keyword_abandon_prooft keyword_proof_goalt keyword_proof_blockt keyword_proof_chaint keyword_proof_declt keyword_proof_asmt keyword_proof_asm_goalt keyword_proof_scriptR t proof_operatorsR R R R t WordR R Rs R t Headingt
SubheadingR t Errort SymbolR R R R R R t OtherR ( ( ( s6 lib/python2.7/site-packages/pygments/lexers/theorem.pyR
s$ c = B s e Z d Z d Z d g Z d g Z d g Z e j e j BZ
d Z d Z d Z
d Z d Z i d e f d e d f d e j f e e d d d d e j f e e d d d d e f e e
d d d d e j f e e e j j f e e e f d e f d e j f d e j d f d e j f g d 6d e j f d e j d f d e j d f d e j f g d 6d e j f d e j! f d e j d f g d 6Z" RS( sm
For the `Lean `_
theorem prover.
.. versionadded:: 2.0
t Leant leans *.leans text/x-leant importR t opaque_hintt tactic_hintR t renamingt inlinet hidingt exposingt parametert
parameterst
conjecturet
hypothesisR R t variablet variablesR0 t axiomR R) t universet aliasR9 t optionst
precedencet postfixR t
calc_transt
calc_substt calc_reflR R R R t evalt checkt exitt coercionRf t privateR t namespaceR@ R R~ R t protectedt exposet exportt
set_optiont add_rewritet extendsR! t exampleR t constantst printt opaquet reduciblet irreducibleR^ Ra t PiRK R; R RL RG t takeRi Rj Rm Rl R Rg Rq R{ R9 R3 t calcRe Rs Rt u !=u #u &u &&u *u +u -u /u @u !u `u -.u ->u .u ..u ...u ::u :>u ;u ;;u u _u |u ||u ~u =>u <=u >=u /\u \/u ∀u Πu λu ↔u ∧u ∨u ≠u ≤u ≥u ¬u ⁻¹u ⬝u ▸u →u ∃u ℕu ℤu ≈u ×u ⌞u ⌟u ≡u ⟨u ⟩u (u )u :u {u }u [u ]u ⦃u ⦄u :=u ,s \s+s /-R s --.*?$s \bR u\ [A-Za-z_α-κμ-ϻἀ-῾℀-⅏][A-Za-z_'α-κμ-ϻἀ-῾⁰-⁹ⁿ-₉ₐ-ₜ℀-⅏0-9]*s \d+R R s [~?][a-z][\w\']*:R s [^/-]s #pushs -/s #pops [/-]s [^\\"]+s \\[n"\\](= Rw R Rx Ry R Rz R{ R| R} R~ R R R R R R R R0 R R R) R R R9 R R R R R R R R R R R R R R R Rf R R R R@ R R~ R R R R R R R R! R R R R R R R ( R^ Ra R RK R; R RL RG R Ri Rj Rm Rl R Rg Rq R{ R9 R3 R Re ( Rs Rt (: u !=u #u &u &&u *u +u -u /u @u !u `u -.u ->u .u ..u ...u ::u :>u ;u ;;u u _u |u ||u ~u =>u <=u >=u /\u \/u ∀u Πu λu ↔u ∧u ∨u ≠u ≤u ≥u ¬u ⁻¹u ⬝u ▸u →u ∃u ℕu ℤu ≈u ×u ⌞u ⌟u ≡u ⟨u ⟩( u (u )u :u {u }u [u ]u ⦃u ⦄u :=u ,(# R R R R R R R t ret MULTILINEt UNICODEt flagsR R R R t punctuationR R t SingleR R R Rs R R R R R R R R R t Multilinet EscapeR ( ( ( s6 lib/python2.7/site-packages/pygments/lexers/theorem.pyR y sb ( R R t pygments.lexerR R R t pygments.tokenR R R R R R R R
R t __all__R R
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