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"""Benchmarking answers to <http://stackoverflow.com/q/29481088/1014938>."""
import re
from collections import defaultdict
from functools import partial
from statistics import mean, median
from string import digits
from timeit import timeit
# Antti Haapala
def antti(string):
length = len(string)
for i in range(1, length // 2 + 1):
if length % i:
continue
candidate = string[:i]
if string == candidate * (length // i):
return candidate
return None
# CarpetPython
def carpetpython(s):
size = len(s)
incr = size % 2 + 1
for n in range(1, size//2+1, incr):
if size % n == 0:
if s[:n] * (size//n) == s:
return s[:n]
# davidism
def davidism(orig_value):
if not orig_value:
return None
value = orig_value
while True:
len_half = len(value) // 2
first_half = value[:len_half]
if first_half != value[len_half:]:
break
value = first_half
len_value = len(value)
split = value.split
for i in (i for i in range(1, len_value // 2) if len_value % i == 0):
if not any(split(value[:i])):
return value[:i]
return value if value != orig_value else None
# David Zhang
def david_zhang(s):
i = (s+s).find(s, 1, -1)
return None if i == -1 else s[:i]
# RiaD
def riad(s):
n = len(s)
pi = [0] * n
for i in range(1, n):
j = pi[i - 1]
while j > 0 and s[i] != s[j]:
j = pi[j - 1]
if s[i] == s[j]:
j += 1
pi[i] = j
k = n - pi[-1]
return s[:k] if (n != k and n % k == 0) else None
# Saksham Varma
def saksham(s):
for i in range(1, len(s)):
substr = s[:i]
ratio = len(s)//len(substr)
if substr * ratio == s:
return substr
# Shashank
def shashank_divisors(n):
if n > 1:
yield 1
from math import sqrt, floor
kq = []
for k in range(2, int(floor(sqrt(n))) + 1):
q, r = divmod(n, k)
if r == 0:
yield k
kq.append(q)
while kq:
yield kq.pop()
def shashank(s):
l = len(s)
for d in shashank_divisors(l):
spl = (s[i:i+d] for i in range(0, l, d))
spl0 = next(spl)
if all(x == spl0 for x in spl):
return spl0
return None
# TigerhawkT3 #1
def tigerhawk_1(string):
for i in range(1, len(string)//2+1):
if not len(string) % len(string[0:i]) and \
string[0:i]*(len(string)//len(string[0:i])) == string:
return string[0:i]
# TigerhawkT3 #2
def tigerhawk_2(string):
l = len(string)
for i in range(1, len(string)//2+1):
s = string[0:i]
if not l % i and s*(l//i) == string:
return s
# Zero Piraeus
REPEATER = re.compile(r"(.+?)\1+$")
def zero(s):
match = REPEATER.match(s)
return match.group(1) if match else None
# Sanity checks
def fail(s):
return 'x'
def null(s):
pass
# Convenience functions
def crop(s, width=60):
return s if s is None or len(s) <= width else s[:width-3] + "..."
# The business
def run_tests(tests, funcs):
benchmark = defaultdict(list)
failed = set()
for value, expected in tests.items():
for func in funcs:
name = func.__name__
result = func(value)
if result != expected:
print('\n{}\n{} failed with {}'.format(
crop(value), name, crop(result)
))
failed.add(name)
benchmark[name].append(timeit(partial(func, value), number=1000))
for avg in mean, median:
print('\n{} performance:'.format(avg.__name__))
for name, times in sorted(benchmark.items(), key=lambda x: avg(x[1])):
print('{:7.4f} {}{}'.format(
avg(times),
name,
' (with failures)' if name in failed else '',
))
# Data
INCREMENTAL = [
''.join(digits[:i] for i in range(1, 11)),
''.join(str(n) for n in range(1000)),
]
CORPORA = {
"1 (supplied examples - small set)": {
'004608294930875576036866359447': None,
'00469483568075117370892018779342723': None,
'004739336492890995260663507109': None,
'001508295625942684766214177978883861236802413273': None,
'0045662100456621004566210045662100456621': '00456621',
'007518796992481203': None,
'0072992700729927007299270072992700729927': '00729927',
'0071942446043165467625899280575539568345323741': None,
'001443001443001443001443001443001443001443': '001443',
'037037037037037037037037037037037037037037037': '037',
'047619047619047619047619047619047619047619': '047619',
'0434782608695652173913': None,
'0344827586206896551724137931': None,
'002457002457002457002457002457002457002457': '002457',
'001221001221001221001221001221001221001221': '001221',
'002481389578163771712158808933': None,
'002932551319648093841642228739': None,
'0035587188612099644128113879': None,
'001230012300123001230012300123001230012300123': '00123',
'003484320557491289198606271777': None,
'00115074798619102416570771': None,
'0013947001394700139470013947001394700139470013947': '0013947',
'001001001001001001001001001001001001001001001001001': '001',
'001406469760900140646976090014064697609': '0014064697609',
},
"2 (supplied examples - large set)": {
'001': None,
'001001001001001001001001001001001001001001001001001': '001',
'001003009027081243731193580742226680040120361083249749247743'
'229689067201604814443329989969909729187562688064192577733199'
'5987963891675025075225677031093279839518555667': None,
'001007049345417925478348439073514602215508559919436052366565'
'96173212487411883182275931520644511581067472306143': None,
'001009081735620585267406659939455095862764883955600403632694'
'248234106962663975782038345105953582240161453077699293642785'
'065590312815338042381432896064581231079717457114026236125126'
'135216952573158425832492431886982845610494450050454086781029'
'263370332996972754793138244197780020181634712411705348133198'
'789101917255297679112008072653884964682139253279515640766902'
'119071644803229061553985872855701311806256306760847628657921'
'291624621594349142280524722502522704339051463168516649848637'
'739656912209889': None,
'001011122345803842264914054600606673407482305358948432760364'
'004044489383215369059656218402426693629929221435793731041456'
'016177957532861476238624873609706774519716885743174924165824'
'064711830131445904954499494438827098078867542972699696663296'
'258847320525783619817997977755308392315470171890798786653185'
'035389282103134479271991911021233569261880687563195146612740'
'141557128412537917087967644084934277047522750252780586450960'
'566228513650151668351870576339737108190091': None,
'001013171225937183383991894630192502532928064842958459979736'
'575481256332320162107396149949341438703140830800405268490374'
'873353596757852077': None,
'001017293997965412004069175991861648016276703967446592065106'
'815869786368260427263479145473041709053916581892166836215666'
'327568667344862665310274669379450661241098677517802644964394'
'710071210579857578840284842319430315361139369277721261444557'
'477110885045778229908443540183112919633774160732451678535096'
'642929806714140386571719226856561546286876907426246185147507'
'629704984740590030518819938962360122075279755849440488301119'
'023397761953204476093591047812817904374364191251271617497456'
'765005086469989827060020345879959308240081383519837232960325'
'534079348931841302136317395727365208545269582909460834181078'
'331637843336724313326551373346897253306205493387589013224821'
'973550356052899287894201424211597151576805696846388606307222'
'787385554425228891149542217700915564598168870803662258392675'
'483214649033570701932858596134282807731434384537131230925737'
'538148524923702950152594099694811800610376398779247202441505'
'595116988809766022380467955239064089521871820956256358087487'
'2838250254323499491353': None,
'001019367991845056065239551478083588175331294597349643221202'
'854230377166156982670744138634046890927624872579': None,
'00102145045965270684371807967313585291113381': None,
'001023541453428863868986693961105424769703172978505629477993'
'858751279426816786079836233367451381780962128966223132036847'
'492323439099283520982599795291709314227226202661207778915046'
'059365404298874104401228249744114636642784032753326509723643'
'807574206755373592630501535312180143295803480040941658137154'
'554759467758444216990788126919140225179119754350051177072671'
'443193449334698055271238485158648925281473899692937563971340'
'839303991811668372569089048106448311156601842374616171954964'
'176049129989764585465711361310133060388945752302968270214943'
'705220061412487205731832139201637666325486182190378710337768'
'679631525076765609007164790174002047082906857727737973387922'
'210849539406345957011258955987717502558853633572159672466734'
'902763561924257932446264073694984646878198567041965199590583'
'418628454452405322415557830092118730808597748208802456499488'
'229273285568065506653019447287615148413510747185261003070624'
'360286591606960081883316274309109518935516888433981576253838'
'2804503582395087': None,
'001027749229188078108941418293936279547790339157245632065775'
'950668036998972250770811921891058581706063720452209660842754'
'367934224049331963': None,
'001029866117404737384140061791967044284243048403707518022657'
'054582904222451081359423274974253347064881565396498455200823'
'892893923789907312049433573635427394438722966014418125643666'
'323377960865087538619979402677651905252317198764160659114315'
'139031925849639546858908341915550978372811534500514933058702'
'368692070030895983522142121524201853759011328527291452111225'
'540679711637487126673532440782698249227600411946446961894953'
'656024716786817713697219361483007209062821833161688980432543'
'769309989701338825952626158599382080329557157569515962924819'
'773429454170957775489186405767250257466529351184346035015447'
'991761071060762100926879505664263645726055612770339855818743'
'563336766220391349124613800205973223480947476828012358393408'
'856848609680741503604531410916580844490216271884654994850669'
'412976313079299691040164778578784757981462409886714727085478'
'887744593202883625128733264675592173017507723995880535530381'
'050463439752832131822863027806385169927909371781668383110195'
'6745623069': None,
'001031991744066047471620227038183694530443756449948400412796'
'697626418988648090815273477812177502579979360165118679050567'
'595459236326109391124871': None,
'001034126163391933815925542916235780765253360910031023784901'
'758014477766287487073422957600827300930713547052740434332988'
'624612202688728024819027921406411582213029989658738366080661'
'840744570837642192347466390899689762150982419855222337125129'
'265770423991726990692864529472595656670113753877973112719751'
'8097207859358841778697': None,
'00103842159916926272066458982346832814122533748701973': None,
'001040582726326742976066597294484911550468262226847034339229'
'968782518210197710718002081165452653485952133194588969823100'
'936524453694068678459937565036420395421436004162330905306971'
'904266389177939646201873048907388137356919875130072840790842'
'872008324661810613943808532778355879292403746097814776274713'
'839750260145681581685744016649323621227887617065556711758584'
'807492195629552549427679500520291363163371488033298647242455'
'775234131113423517169614984391259105098855359': None,
'001042752867570385818561': None,
'0010449320794148380355276907': None,
'001049317943336831059811122770199370409233997901364113326337'
'880377754459601259181532004197271773347324239244491080797481'
'636935991605456453305351521511017838405036726128016789087093'
'389296956977964323189926547743966421825813221406086044071353'
'620146904512067156348373557187827911857292759706190975865687'
'303252885624344176285414480587618048268625393494228751311647'
'429171038824763903462749213011542497376705141657922350472193'
'074501573976915005246589716684155299055613850996852046169989'
'506820566631689401888772298006295907660020986358866736621196'
'222455403987408184679958027282266526757607555089192025183630'
'640083945435466946484784889821615949632738719832109129066107'
'030430220356768100734522560335781741867785939139559286463798'
'530954879328436516264428121720881427072402938090241343126967'
'471143756558237145855194123819517313746065057712486883525708'
'289611752360965372507869884575026232948583420776495278069254'
'9842602308499475341028331584470094438614900314795383': None,
'001051524710830704521556256572029442691903259726603575184016'
'8243953732912723449': None,
'001053740779768177028451': None,
'001055966209081309398099260823653643083421330517423442449841'
'605068637803590285110876451953537486800422386483632523759239'
'704329461457233368532206969376979936642027455121436114044350'
'580781414994720168954593453009503695881731784582893347412882'
'787750791974656810982048574445617740232312565997888067581837'
'381203801478352692713833157338965153115100316789862724392819'
'429778247096092925026399155227032734952481520591341077085533'
'26293558606124604012671594508975712777191129883843717': None,
'001060445387062566277836691410392364793213149522799575821845'
'17497348886532343584305408271474019088016967126193': None,
'001062699256110520722635494155154091392136025504782146652497'
'343251859723698193411264612114771519659936238044633368756641'
'870350690754516471838469713071200850159404888416578108395324'
'123273113708820403825717321997874601487778958554729011689691'
'817215727948990435706695005313496280552603613177470775770456'
'960680127523910733262486716259298618490967056323060573857598'
'299681190223166843783209351753453772582359192348565356004250'
'797024442082890541976620616365568544102019128586609989373007'
'438894792773645058448459086078639744952178533475026567481402'
'763018065887353878852284803400637619553666312433581296493092'
'454835281615302869287991498405951115834218916046758767268862'
'911795961742826780021253985122210414452709883103081827842720'
'510095642933049946865037194473963868225292242295430393198724'
'760892667375132837407013815090329436769394261424017003188097'
'768331562167906482465462274176408076514346439957492029755579'
'1710945802337938363443145589798087141339': None,
'001064962726304579339723109691160809371671991480298189563365'
'282215122470713525026624068157614483493077742279020234291799'
'787007454739084132055378061767838125665601703940362087326943'
'556975505857294994675186368477103301384451544195953141640042'
'598509052183173588924387646432374866879659211927582534611288'
'604898828541': None,
'001067235859124866595517609391675560298826040554962646744930'
'629669156883671291355389541088580576307363927427961579509071'
'504802561366061899679829242262540021344717182497331910352187'
'833511205976520811099252934898612593383137673425827107790821'
'771611526147278548559231590181430096051227321237993596584845'
'250800426894343649946638207043756670224119530416221985058697'
'972251867662753468516542155816435432230522945570971184631803'
'628601921024546424759871931696905016008537886872998932764140'
'875133404482390608324439701173959445037353255069370330843116'
'328708644610458911419423692636072572038420490928495197438633'
'938100320170757737459978655282817502668089647812166488794023'
'479188900747065101387406616862326574172892209178228388473852'
'721451440768409818569903948772678762006403415154749199573105'
'656350053361792956243329775880469583778014941302027748132337'
'246531483457844183564567769477054429028815368196371398078975'
'453575240128068303094983991462113127': None,
'001071811361200428724544480171489817792068595927116827438370'
'846730975348338692390139335476956055734190782422293676312968'
'91747052518756698821007502679528403': None,
'001074113856068743286788399570354457572502685284640171858216'
'970998925886143931256713211600429645542427497314715359828141'
'783029': None,
'001076426264800861141011840688912809472551130247578040904198'
'062432723358449946178686759956942949407965554359526372443487'
'621097954790096878363832077502691065662002152852529601722282'
'023681377825618945102260495156081808396124865446716899892357'
'373519913885898815931108719052744886975242195909580193756727'
'664155005382131324004305705059203444564047362755651237890204'
'520990312163616792249730893433799784714747039827771797631862'
'21743810548977395048439181916038751345532831': None,
'0010787486515641855447680690399137': None,
'001083423618634886240520043336944745395449620801733477789815'
'817984832069339111592632719393282773564463705308775731310942'
'578548212351029252437703141928494041170097508125677139761646'
'803900325027085590465872156013': None,
'001085776330076004343105320304017372421281216069489685124864'
'277958740499457111834961997828447339847991313789359391965255'
'157437567861020629750271444082519': None,
'001088139281828073993471164309031556039173014145810663764961'
'915125136017410228509249183895538628944504896626768226332970'
'620239390642002176278563656147986942328618063112078346028291'
'621327529923830250272034820457018498367791077257889009793253'
'536452665941240478781284004352557127312295973884657236126224'
'156692056583242655059847660500544069640914036996735582154515'
'778019586507072905331882480957562568008705114254624591947769'
'314472252448313384113166485310119695321': None,
'001097694840834248079034028540065861690450054884742041712403'
'951701427003293084522502744237102085620197585071350164654226'
'125137211855104281009879253567508232711306256860592755214050'
'493962678375411635565312843029637760702524698133918770581778'
'265642151481888035126234906695938529088913282107574094401756'
'311745334796926454445664105378704720087815587266739846322722'
'283205268935236004390779363336992316136114160263446761800219'
'53896816684961580680570801317233809': None,
'001112347052280311457174638487208008898776418242491657397107'
'897664071190211345939933259176863181312569521690767519466073'
'414905450500556173526140155728587319243604004449388209121245'
'828698553948832035595105672969966629588431590656284760845383'
'759733036707452725250278086763070077864293659621802002224694'
'104560622914349276974416017797552836484983314794215795328142'
'380422691879866518353726362625139043381535038932146829810901': None,
'001114827201783723522853957636566332218506131549609810479375'
'696767': None,
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'002123142250530785562632696390658174097664543524416135881104'
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'002141327623126338329764453961456102783725910064239828693790'
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'492505353319057815845824411134903640256959314775160599571734'
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'974082073434125269978401727861771058315334773218142548596112'
'3110151187904967602591792656587473': None,
'002169197396963123644251626898047722342733188720173535791757'
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'141280353200883': None,
'0022172949': None,
'002331': None,
'002341920374707259953161592505854800936768149882903981264637': None,
'0023640661938534278959810874704491725768321513': None,
'002375296912114014251781472684085510688836104513064133016627'
'078384798099762470308788598574821852731591448931116389548693'
'58669833729216152019': None,
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'002421307506053268765133171912832929782082324455205811138014'
'527845036319612590799031476997578692493946731234866828087167'
'070217917675544794188861985472154963680387409200968523': None,
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'002457002457002457002457002457002457002457': '002457',
'002481389578163771712158808933': None,
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'230563': None,
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'373297': None,
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'135734072022160664819944598337950138504155124653739612188365'
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'002849': None,
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'003': None,
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'003154574132492113564668769716088328075709779179810725552050'
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'795527156549520766773162939297124600638977635782747603833865'
'814696485623': None,
'003215434083601286173633440514469453376205787781350482315112'
'540192926045016077170418006430868167202572347266881028938906'
'75241157556270096463022508038585209': None,
'0032362459546925566343042071197411': None,
'003257328990228013029315960912052117263843648208469055374592'
'833876221498371335504885993485342019543973941368078175895765'
'472312703583061889250814332247557': None,
'0033': None,
'003322259136212624584717607973421926910299': None,
'003460207612456747404844290657439446366782006920415224913494'
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'307958477508650519031141868512110726643598615916955017301038'
'06228373702422145328719723183391': None,
'003484320557491289198606271777': None,
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'374558303886925795053': None,
'0035587188612099644128113879': None,
'003717472118959107806691449814126394052044609665427509293680'
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'791821561338289962825278810408921933085501858736059479553903'
'345724907063197026022304832713754646840148698884758364312267'
'6579925650557620817843866171': None,
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'003802281368821292775665399239543726235741444866920152091254'
'752851711026615969581749049429657794676806083650190114068441'
'064638783269961977186311787072243346007604562737642585551330'
'798479087452471482889733840304182509505703422053231939163498'
'0988593155893536121673': None,
'0038314176245210727969348659': None,
'003861': None,
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'171206225680933852140077821011673151750972762645914396887159'
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'00456621': None,
'0045662100456621004566210045662100456621': '00456621',
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'004784688995215311': None,
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'832512315270935960591133': None,
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'005291': None,
'0053475935828877': None,
'005464480874316939890710382513661202185792349726775956284153': None,
'005524861878453038674033149171270718232044198895027624309392'
'265193370165745856353591160220994475138121546961325966850828'
'729281767955801104972375690607734806629834254143646408839779': None,
'005586592178770949720670391061452513966480446927374301675977'
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'809815950920245398773': None,
'006211180124223602484472049689440993788819875776397515527950'
'310559': None,
'0062893081761': None,
'006369426751592356687898089171974522292993630573248407643312'
'101910828025477707': None,
'0065359477124183': None,
'006622516556291390728476821192052980132450331125827814569536'
'423841059602649': None,
'006711409395973154362416107382550335570469798657718120805369'
'127516778523489932885906040268456375838926174496644295302013'
'4228187919463087248322147651': None,
'006802721088435374149659863945578231292517': None,
'006993': None,
'0070921985815602836879432624113475177304964539': None,
'0071942446043165467625899280575539568345323741': None,
'00729927': None,
'0072992700729927007299270072992700729927': '00729927',
'007518796992481203': None,
'007633587786259541984732824427480916030534351145038167938931'
'297709923664122137404580152671755725190839694656488549618320'
'6106870229': None,
'007751937984496124031': None,
'007874015748031496062992125984251968503937': None,
'00813': None,
'0082644628099173553719': None,
'008403361344537815126050420168067226890756302521': None,
'008547': None,
'008849557522123893805309734513274336283185840707964601769911'
'5044247787610619469026548672566371681415929203539823': None,
'009': None,
'01': None,
'010309278350515463917525773195876288659793814432989690721649'
'484536082474226804123711340206185567': None,
'010752688172043': None,
'010989': None,
'01123595505617977528089887640449438202247191': None,
'0114942528735632183908045977': None,
'01204819277108433734939759036144578313253': None,
'012345679': None,
'0126582278481': None,
'012987': None,
'01369863': None,
'01408450704225352112676056338028169': None,
'0144927536231884057971': None,
'014925373134328358208955223880597': None,
'015873': None,
'016393442622950819672131147540983606557377049180327868852459': None,
'0169491525423728813559322033898305084745762711864406779661': None,
'017543859649122807': None,
'0188679245283': None,
'0196078431372549': None,
'020408163265306122448979591836734693877551': None,
'0212765957446808510638297872340425531914893617': None,
'023255813953488372093': None,
'02439': None,
'0344827586206896551724137931': None,
'037': None,
'037037037037037037037037037037037037037037037': '037',
'0434782608695652173913': None,
'047619': None,
'047619047619047619047619047619047619047619': '047619',
'052631578947368421': None,
'0588235294117647': None,
'076923': None,
'09': None,
'142857': None,
},
"3 (edge cases)": {
'00': '0',
digits * 10000: digits,
digits * 10001: digits,
'0' * 10000: '0',
'0' * 10000 + '1': None,
INCREMENTAL[0] * 200: INCREMENTAL[0],
INCREMENTAL[1] * 2: INCREMENTAL[1],
},
}
FUNCTIONS = [
# fail,
# null,
antti,
carpetpython,
davidism,
david_zhang,
riad,
saksham,
shashank,
tigerhawk_1,
tigerhawk_2,
zero,
]
import pandas as pd
import matplotlib.pyplot as plt
import seaborn.apionly as sns
plt.style.use('ggplot')
def run_tests(tests, funcs):
df = pd.DataFrame(columns = [func.__name__ for func in funcs])
benchmark = defaultdict(list)
failed = set()
for value, expected in tests.items():
for func in funcs:
name = func.__name__
result = func(value)
if result != expected:
#print('\n{}\n{} failed with {}'.format(
# crop(value), name, crop(result)
#))
failed.add(name)
time = pd.np.nan
else:
time = timeit(partial(func, value), number=100)
df.loc[str(value), name] = time
benchmark[name].append(time)
return df
if __name__ == '__main__':
dfs = {}
for corpus in sorted(CORPORA):
print('\n= Corpus {} ='.format(corpus))
dfs[corpus] = run_tests(CORPORA[corpus], FUNCTIONS)
fig = plt.figure(figsize=(16,8))
ax = fig.add_subplot(1,1,1,xscale='log')
medianprops = dict(linestyle='-', linewidth=2.5)
meanprops = dict(marker='x', color='black', ms=5, mew=2)
bp = sns.boxplot(dfs[corpus], ax=ax, vert=False, sym='o', showmeans=True, fliersize=5,
medianprops=medianprops, meanprops=meanprops)
ax.set_xlabel('Time (s)')
ax.set_ylabel('Function')
ax.set_title(corpus)
plt.show()
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