roy becker-kristal, ucla linguistics [email protected]

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How do Hebrew speakers ‘trick or treat’? An experimental study of verb formation from Hebrew CCVC nouns. Roy Becker-Kristal, UCLA Linguistics [email protected]. Introduction. This experimental study tests how Hebrew speakers coin novel denominative verbs from known CCVC nouns. - PowerPoint PPT Presentation

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  • How do Hebrew speakers trick or treat?An experimental study of verb formation from Hebrew CCVC nouns Roy Becker-Kristal, UCLA [email protected]

  • IntroductionThis experimental study tests how Hebrew speakers coin novel denominative verbs from known CCVC nouns.Beyond a mere description of a language-specific state of affairs, this study puts to test various morpho-phonological theories.Particular attention is given to the experimental methodology, since comparable studies are rare in the morpho-phonological literature.

  • BackgroundHebrew verb conjugations (binyanim)A small close set of CV template paradigms. Any Hebrew verb must pertain to one such template paradigm or binyan.There are five binyanim, three of which, namely katal, hiktil and kitel can have any argument structure (niktal and hitkatel are limited to intransitives). katal and hiktil are skeletally rigid, while kitel is more plastic.The (sub-)binyanim are named after their Past-3rd-Sg-Msc template (e.g. katal=/C1a.C2aC3/)*.* The binyanim are more commonly named using the consonants p/f--l, e.g. paal, piel, hifil etc. The use of k-t-l, which is common in the noun template system, is more transparent, and hence used here.

  • BackgroundThe binyanim: katalThe default binyan in Ancient Hebrew.Huge lexical count.Rather non-productive in Modern Hebrew.Highly diverse base template paradigm (six-to-nine very different templates), e.g. /lis.tom/ to seal:/sa.tam/ Past3SgMsc/sat.mu/ Past3Pl/so.tem/ PresSgMsc/sot.mim/ PresPlMsc/jis.tom/ Fut3SgMsc/jis.te.mu/ Fut3Pl(Prescriptively also: /stam.tem/ Past2PlMsc, /sit.mu/ Imp2Pl)

  • BackgroundThe binyanim: hiktilStrongly associated with causation, but can accommodate any argument structure.Large lexical count.Productive mostly in secondary derivation (of causatives from existing non-causative verbs).Very stable base template paradigm (only two-three rather similar templates). e.g. /le.hak.lit/ to record:/hik.lit/ Past3SgMsc/hik.lat.nu/ Past1Pl/mak.lit/ PresSgMsc/mak.li.tim/ PresPlMsc/jak.lit/ Fut3SgMsc/jak.li.tu/ Fut3Pl (Prescriptively also: /hak.let/ Imp2Sg)

  • BackgroundThe binyanim: kitel (canonical C1VC2VC3 form)The default binyan in Modern Hebrew.Huge lexical count.Highly productive.Moderately stable base template paradigm (five rather similar templates), e.g. /le.ka.bel/ to receive:/ki.bel/ Past3SgMsc/kib.lu/ Past3Pl/ki.bal.nu/ Past1Pl/me.ka.bel/ PresSgMsc/me.kab.lim/ PresPlMsc/je.ka.bel/ Fut3SgMsc /je.kab.lu/ Fut3Pl

  • BackgroundThe binyanim: kitel (non-canonical C0VC0VC0 forms)kitel can accommodate clusters in its consonantal slots: CCC-initial: /stip.tez/ he stripteased CCCC-medial: /tins.keb/ he transcribed* CC-final: /sig.ment/ he segmented*Moderate lexical count, but highly productive, especially when accommodating loanwords.Stable base template paradigm (three templates: C0iC0eC0, C0iC0aC0, C0aC0eC0).CVCCVC kitel verbs (kirtel) are frequent. CCVCCVC kitel verbs (kristel) are also attested. Peculiarly, CCVCVC kitel verbs (kritel) are extremely rare.*Speech-technology jargon. Linguistic circles use different terms.

  • BackgroundThe binyanim: kitel sub-binyanimThe plasticity of kitel is exploited to accommodate bases containing affixes, creating several sub-binyanim. These sub-binyanim host many denominative verbs from affix-/reduplication-derived CVCCVC nouns. Prefixed sub-binyanim: iktel, miktel, tiktel, iktelSuffixed sub-binyanim: kitlenReduplication sub-binyanim: kitlel, ktolel.All these sub-binyanim have moderate-to-low lexical count, but kitlel is extremely productive and iktel has also been becoming fashionable.

  • BackgroundNouns and denominative verbs in HebrewNouns (and adjectives) enjoy much greater structural flexibility in Hebrew (and other Semitic languages). There are many more CV-templates, and templates are not at all obligatory.Therefore, the derivation of a denominative verb involves phonological mapping of free structures onto rigid frames, with inevitable faithfulness violations. Examples: excessive truncation: /kon.fi.gu.ats.ja/ configuration /kin.feg/ he configured full reduplication: /zap/ zap /zip.zep/ he zapped

  • BackgroundDenominative verbs in Hebrew (Cont.)For some structures it is in fact impossible to derive a denominative verb, e.g.: CV: /tsi/ fleet ??? CVCVCC: /ko.mand/ command (in linguistics) ???Yet, in most cases, not only is it possible to derive a denominative verb, but native Hebrew speakers also have clear intuitions how to derive it. Hypothetical examples: CVCCVC: /bun.ke/ bunker /bin.ke/ he bunkered CVCC: /ift/ shift /if.tet/ he pressed the shift keyThe overwhelming majority of newly coined denominative verbs in Hebrew are in either the canonical (C1i.C2eC3) or in the C1VC2.C3VC4 variants of kitel.

  • BackgroundCCVC nouns and denominative verbsCCVC nouns are tri-consonantal, therefore all possible binyanim are relevant for verb derivation.The template paradigms of the most productive sub-binyanim (canoincal kitel and kitlel) are the least structurally faithful: /C1C2VC3/ rendition of the base never occurs in their paradigm, whereas it does occur in katal, hiktil and various less productive variants of kitel such as iktel or ktolel.Thus there is a conflict between the morpho-lexical requirement to use the default operation and the phonological requirement to maximize source-derivative faithfulness.

  • BackgroundInformal systematic survey of CCVC nouns and denominative verbs in the Hebrew lexicon:300-350 CCVC nouns (and adjectives).39 unambiguous cases of denominative verbs derived from CCVC nouns: 10 in katal, 19 in hiktil, six in kitel, three in kitlel, four in other kitel variants.Although these numbers are not reliable for quantitative analysis, the morpho-lexical vs. phonological conflict is apparent: The otherwise preferred strategies kitel and kitlel fare much worse that the template-faithful hiktil.

  • BackgroundLexical survey (cont.):Apparent island of reliability in CCiC: out of 12 CCiC-sourced verbs, nine (75%) are in hiktil.Balanced variation between strategies elsewhere.Huge variation in CCoC-sourced verbs: 10 verbs, five different strategies: katal: e.g. /xa.ap/ he napped, from /xop/ nap hiktil: e.g. /his.mil/ he turned left, from /smol/ left kitel: e.g. /bi.lef/ he bluffed, from /blof/ bluff kitlel: /bil.geg/ he blogged, from /blog/ blog ktolel: /no.e/ he scrounged, from /no/ scrounge

  • Theoretical ApproachesThe Semitologist Approach*:In Semitic languages, lexical entries include the consonantal root as a component in their representation.Derivation of the phonological contents of a novel word requires the extraction of a consonantal root, the choice of a template, and the combination of the two together.Since derivation goes through consonantal root extraction, vocalic contents and prosodic structure of the source of the derivation should play only a marginal role.Verb derivation strategies should not differ significantly between CVCVC-sourced and CCVC-sourced nouns, nor between CCVC nouns containing different vowels.*Berent et al. (1997,2001,2002) clearly manifest this approach, but might not necessarily subscribe to the current line of argumentation.

  • Theoretical ApproachesThe Universalist Phonological Approach*:Semitic languages adhere to the same phonological constraints and representations as other languages.Lexical entries do not contain the consonantal root as an independent representation component.Derivation of the phonological contents of a novel word is achieved by direct source-derivative mapping, while adhering to faithfulness and markedness constraints.Direct mapping and source faithfulness imply that, in the derivation of denominative verbs, the skeletal structure and vowel quality of the noun source should play a significant role in determining the derivation strategy.*See e.g. Bat-El (1994a, 1994b).

  • Theoretical ApproachesThe Lexicalist Approach*:Morphological strategies are determined by the speakers knowledge of paradigm distribution in the existing lexicon.When choosing a morphological strategy, the speaker applies arbitrary statistical knowledge on phonological structures, rather than direct phonological mapping.The choice of derivation strategies of novel CCVC-sourced denominative verbs should match the distribution of strategies among the existing 39 CCVC-sourced verbs.Hypothetical strategies absent from the Hebrew lexicon should be avoided even if they are phonologically optimal.

    *This inflection-based approach, advocated in e.g. Albright(2002), Albright&Hayes(2002), might not extend to derivational morphology.

  • The ExperimentExperiments on novel word derivationNo standard format (unlike inflectional wug-tests).The morphological task is somewhat unnatural (most people do not invent words on a daily basis).The task tends to be open-ended, and is seldom confined to a small n-ary choice.Many times no derivational strategy is appropriate a problem for a strict forced-choice task.High risk of over-creativity on one hand, and strategy drift on the other.

  • The Experiment - GuidelinesHow to do an experiment on derivation?Ensure that the subjects are in the right state of mind!Obviate the task by using real word stimuli (not wugs) and straightforward meanings for the derivatives!Keep the task simple! Cover most relevant strategies and have the subjects choose, rather than derive themselves.Dont force the subjects to choose leave a default alternative with no derivation available!Instruct subjects to prefer naturalness over creativity!Keep the experiment short, but dont forget to use fillers!If the experiment is phonological, do not rely solely on written form!

  • The Experiment - SubjectsTo date, 24 subjects have participated (a few others were recruited but dropped out in the middle).Native Hebrew speakers, aged 22-36, educated (undergrads to post-docs).Homogeneous and representative of General Israeli Hebrew (mostly second generation native speakers).Living in Israel at present or have recently relocated from Israel to Los-Angeles.No thorough background in theoretical linguistics.Neither academic nor professional experience in applying prescriptivist norms.

  • The Experiment - Stimuli63 nouns, ranging from core vocabulary, through slang and loanwords to English words used in code-mixing.48 CCVC stimuli, comprising of 16 CCiC stimuli and 8 stimuli for each of CCeC, CCaC, CCoC and CCuC.15 control/filler stimuli: 5 stimuli for each of CV.CVC, VC.CVC and CCV.CVC, all perfectly balanced for vowel qualities in both stressed and unstressed syllables.Stimuli never had existing semantically and morpho-phonologically related verbs (denominative or not).Stimuli were phonologically compatible with all of the available strategies (not yielding phonotactic violations).Different stimuli never shared the same consonantal root.

  • The Experiment - TaskGiven a noun stimulus, a related predicative meaning, and a sentence illustrating the use of the predicate, the subject had to choose the most natural denominative verb among eight derivational options (in Past-3rd-Sg-Msc).For CCVC stimuli, these options included the seven (sub-) binyanim katal, hiktil, kitel, kitlel, iktel, ktolel (lexical count: 1), ktilel (fictive, lexical count: 0). For the control conditions there were also seven options, but these varied (since, for some stimuli, certain tri-consonantal options had to be replaced by dummies).The eighth option was always a paraphrastic rendition of the predicate with no derivation. The subjects were instructed to choose this default option only as last resort.

  • The Experiment - ProcedureFor each experiment session, the subject receives by e-mail a PowerPoint presentation, an answer sheet and detailed installation instructions.The subject is instructed to condergo the session while sitting alone in front of the computer.The presentation begins with a multi-media introduction to denominative verb derivation, illustrating both real verbs and (obvious) intuitions about some hypothetical verbs.The introduction states explicitly that the experiment tests how Hebrew speakers derive verbs from nouns. However, the phonological aspects studied are not disclosed.The subject is explicitly instructed to prefer naturalness to creativity.

  • The Experiment PresentationThe 63 stimuli were divided to three sessions of 21 stimuli in each (16 CCVC and 5 of the other conditions).The order of the 5 non-CCVC stimuli was randomized.The order of the 16 CCVC stimuli was randomized, and they were divided to four blocks of four stimuli. These four blocks were interlaced between the non-CCVC stimuli.For each stimulus, the order of the seven non-default derivational strategies was randomized.Graphemic as well as carefully-controlled, naturally-sounding, recorded auditory renditions were created for both the stimuli and all the derivational options.Each stimulus was presented, with its derivational options, on a separate slide in a PowerPoint presentation.

  • [shvil]2. ( / ){latinization} {/vil/ path (a narrow and/or unpaved road)} : " ".{Verb meaning: to lead through a path.} : ________ .{Usage example: The guide ____ the boy-scouts.} {Listen to all derivations and mark the most appropriate one on the questionaire}The Experiment ExampleFollowing is an example of a stimulus presentation slide (English glosses in curled brackets are later addition):

  • The Experiment Special FocusSpecial focus on hiktil in CCVC stimuli:The number of CCiC stimuli is twice that of other vowels.Two binary non-phonological parameters are controlled: a) transitivity: whether or not the predicate takes a direct object (strict causativity was avoided, because of the risk of a ceiling effect). b) homophony: whether or not the Hebrew lexicon already has a hiktil verb with these three consonants.Each combination of {vowel, trans, hom} is represented by two stimuli (four stimuli for CCiC).Homophony in other binyanim: For the 48 stimuli there were 13 potential katal homophones, 11 kitel, 5 kitlel and 2 potential iktel homophones.

  • CV.CVC ResultsHegemony of kitel (and kitlel) as expected.Somewhat surprising viability of katal, maybe due to /CV.CVC/ skeletal faithfulness.Negligible use of hiktil (and iktel).Results are in line with all three theoretical approaches.

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    katalhiktilkitelkitlelktilelktoleliktel

    a

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    #23272740261117171

    %13.450292397715.789473684215.789473684223.391812865515.20467836266.4327485389.9415204678

    ekatalhiktilkitelkitlelktilelktoleliktel

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    #939323537816176

    %5.113636363622.159090909118.181818181819.886363636421.02272727274.54545454559.0909090909

    ikatalhiktilkitelkitlelktilelktoleliktel

    445744414452424254446422 9inn0131531124

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    #11167375375718368

    %2.989130434845.380434782610.054347826114.40217391320.38043478261.9021739134.8913043478

    okatalhiktilkitelkitlelktilelktoleliktel

    373363373547325741227337 7onn123629124

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    555537665161525253213533 " 55oyn135309324

    515556655521521115335533 13oyy0245011224

    555525355656126547625655 23oyy1315112124

    #1224262996611177

    %6.779661016913.559322033914.689265536716.3841807915.084745762737.28813559326.2146892655

    ukatalhiktilkitelkitlelktilelktoleliktel

    114571937251556611357611 " 8unn325811323

    495332995952445944521454 47unn107306219

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    444144934445444114244444 4uyn1171103023

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    615341945565233554156551 60uyy043913323

    #842283583313167

    %4.790419161725.149700598816.766467065920.95808383234.790419161719.76047904197.7844311377

    katalhiktilkitelkitlelktilelktoleliktel

    intransitive

    196161997113331671521792 -36ann812330320

    444142995292599753422421 51ann162630119

    777751637315161637613331 3any246660024

    721247922922927227252235 -19any1021214121

    554469994967414144393446 49enn320192219

    596151922956237729637226 52enn340362220

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    617739611127114167161666 20eny117940123

    445744414452424254446422 9inn0131531124

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    322466964141664516616461 34inn091551223

    212622226275626157354652 54inn192451224

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    677777967672777646666622 26iny0913100023

    222222122296122724792222 44iny1162120022

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    111115611297192611161316 35ony1241113022

    937931992555195945699121 45ony514212116

    114571937251556611357611 " 8unn325811323

    495332995952445944521454 47unn107306219

    947922574979424536224643 15uny025236220

    914929997114994179195415 25uny140206215

    #3611863105946034510

    %7.058823529423.13725490212.352941176520.588235294118.43137254911.76470588246.6666666667

    transitive

    261212925552225726551457 28ayn278210323

    553561995627246615235375 56ayn734232122

    695973931475235639625251 39ayy221533420

    791563335194747176144773 62ayy042462422

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    922272991226222726426272 2iyn1133310021

    426664266676666646166626 5iyn1163310024

    427346772217666632722336 " 14iyn066541224

    666656967665667666666666/ 24iyn2190020023

    117451512197244324545174 18iyy366430123

    667636993636366666366666 40iyy0160051022

    351633333731255125511222 50iyy175550124

    196166966116363166666656 61iyy0141020522

    294244145445211423644262 38oyn193226023

    555537665161525253213533 " 55oyn135309324

    515556655521521115335533 13oyy0245011224

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    591133965161133373333345 41uyn0102513122

    444144934445444114244444 4uyn1171103023

    454117992417117465764276 "31uyy235525022

    615341945565233554156551 60uyy043913323

    #271818787616541549

    %4.918032786932.969034608415.846994535515.846994535511.111111111111.8397085617.4681238616

    hiktil non-exist

    196161997113331671521792 -36ann812330320

    444142995292599753422421 51ann162630119

    261212925552225726551457 28ayn278210323

    553561995627246615235375 56ayn734232122

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    667225925553765672636727 57eyn055250623

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    426664266676666646166626 5iyn1163310024

    427346772217666632722336 " 14iyn066541224

    666656967665667666666666/ 24iyn2190020023

    373363373547325741227337 7onn123629124

    266954942396216726713759 17onn222524320

    294244145445211423644262 38oyn193226023

    555537665161525253213533 " 55oyn135309324

    114571937251556611357611 " 8unn325811323

    495332995952445944521454 47unn107306219

    591133965161133373333345 41uyn0102513122

    444144934445444114244444 4uyn1171103023

    #391547486705039512

    %7.617187530.07812514.45312516.79687513.6718759.7656257.6171875

    hiktil exist

    777751637315161637613331 3any246660024

    721247922922927227252235 -19any1021214121

    695973931475235639625251 39ayy221533420

    791563335194747176144773 62ayy042462422

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    216737615496512651261561 59eyy116643223

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    677777967672777646666622 26iny0913100023

    222222122296122724792222 44iny1162120022

    496636446465666756563664 46iny0523120123

    117451512197244324545174 18iyy366430123

    667636993636366666366666 40iyy0160051022

    351633333731255125511222 50iyy175550124

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    111115611297192611161316 35ony1241113022

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    515556655521521115335533 13oyy0245011224

    555525355656126547625655 23oyy1315112124

    947922574979424536224643 15uny025236220

    914929997114994179195415 25uny140206215

    454117992417117465764276 "31uyy235525022

    615341945565233554156551 60uyy043913323

    #2312875105857236524

    %4.389312977124.42748091614.312977099220.038167938916.221374045813.74045801536.8702290076

    445744414452424254446422 9inn0131531124

    412536245111425544654511 30inn163662024

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    677777967672777646666622 26iny0913100023

    222222122296122724792222 44iny1162120022

    496636446465666756563664 46iny0523120123

    #37013335259185

    %1.621621621637.83783783787.02702702717.837837837828.10810810812.70270270274.8648648649

    922272991226222726426272 2iyn1133310021

    426664266676666646166626 5iyn1163310024

    427346772217666632722336 " 14iyn066541224

    666656967665667666666666/ 24iyn2190020023

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    #89724202329183

    %4.371584699553.005464480913.114754098410.928961748612.56830601091.09289617494.9180327869

    445744414452424254446422 9inn0131531124

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    666656967665667666666666/ 24iyn2190020023

    #69119312767187

    %3.208556149748.663101604310.160427807516.57754010714.43850267383.20855614973.743315508

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    #576182248111181

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    445744414452424254446422 9inn0131531124

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    212622226275626157354652 54inn192451224

    #237720195595

    %2.105263157938.94736842117.368421052621.0526315789205.26315789475.2631578947

    196622721695666566155655 12iny031690322

    677777967672777646666622 26iny0913100023

    222222122296122724792222 44iny1162120022

    496636446465666756563664 46iny0523120123

    #133613330490

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    666656967665667666666666/ 24iyn2190020023

    #454121181292

    %4.34782608758.695652173913.043478260911.95652173918.69565217391.08695652172.1739130435

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    #443129151791

    %4.395604395647.252747252713.18681318689.890109890116.48351648351.09890109897.6923076923

    63299150192155125751059

    0

    Sheet2

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CV.'CVC (n=110 out of 120)

    Sheet3

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for VC.'CVC (n=101 out of 120)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCeC (n=176 out of 192)

    iktel9.1%

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCaC (n=171 out of 192)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCoC (n=177 out of 192)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCuC (n=167 out of 192)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCiC (n=368 out of 384)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCVC (n=1059 out of 1152)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCVC (corrected )

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    2257222322542424522262449inn01315311240.298933580827

    22551999591457575569655149enn3201922190.3501579066

    64666226667467444633663313oyy02450112240.526315605526

    19261695591257445927455252enn3403622200.367728457

    33553222522425473243354333eyn0774501240.39239722066

    72457344226433335242255314iyn0665412240.8332178384

    20.5416666667

    20.875

    19.125

    21.125

    20.71

    19.791

    20.2

    20.29

    19.7

    20.54

  • CV.CVC ResultsHegemony of iktel.Mostly in line with the phonological approach.The Semitologist claim that the nouns contain an underlying // cannot be ruled out.iktel is also in line with the lexical distribution approach, but ktilel is not (yet its marginal).

    Chart3

    1.9801980198

    6.9306930693

    1.9801980198

    1.9801980198

    4.9504950495

    1.9801980198

    80.198019802

    derivation strategies for VC.'CVC(n=101 out of 120)

    Sheet1

    -'

    5933453972331555555555533 11

    7922272991226222726426272 2iyn11333100211

    1777751637315161637613331 3any2466600240

    3444144934445444114244444 4uyy11711030231

    4426664266676666646166626 5iyn11633100241

    1515555911556551555755555 61

    3373363373547325741227337 7onn1236291241

    3114571937251556611357611 " 8unn3258113230

    4445744414452424254446422 9inn01315311241

    6966666696697666667496376 10eny01513001200

    2944169991462494344444444 111

    5196622721695666566155655 12iny0316903221

    6515556655521521115335533 13oyy02450112241

    4427346772217666632722336 " 14iyn0665412240

    4947922574979424536224643 15uny0252362200

    4476436942212444427744474 161

    6266954942396216726713759 17onn2225243200

    1117451512197244324545174 18iyy3664301230

    1721247922922927227252235 -19any10212141210

    6617739611127114167161666 20eny1179401230

    1713721912116713141111611 210

    -'

    515555555551555155155551 221

    555525355656126547625655 23oyy13151121240

    666656967665667666666666/ 24iyn21900200231

    914929997114994179195415 25uny1402062150

    677777967672777646666622 26iny09131000230

    557555954555564555255595 271

    261212925552225726551457 28ayn2782103230

    512543532711231155356211 29eyy1467411241

    412536245111425544654511 30inn1636620240

    454117992417117465764276 "31uyy2355250220

    552674352452555295755555 321

    776672226225265172577657 -33eyn0774501240

    322466964141664516616461 34inn0915512230

    111115611297192611161316 35ony12411130220

    196161997113331671521792 -36ann8123303200

    646664966667647446764774 370

    294244145445211423644262 38oyn1932260231

    695973931475235639625251 39ayy2215334201

    667636993636366666366666 40iyy01600510220

    591133965161133373333345 41uyn01025131220

    212221922146112627311221 420

    -'

    551535914151515695551155 430

    222222122296122724792222 44iny11621200220

    937931992555195945699121 45ony5142121161

    496636446465666756563664 46iny05231201231

    495332995952445944521454 47unn1073062191

    911921727121229141111212 481

    554469994967414144393446 49enn3201922191

    351633333731255125511222 50iyy1755501241

    444142995292599753422421 51ann1626301190

    596151922956237729637226 52enn3403622201

    245411444444441444244444 531

    212622226275626157354652 54inn1924512241

    555537665161525253213533 " 55oyn1353093241

    553561995627246615235375 56ayn7342321220

    667225925553765672636727 57eyn0552506231

    222222122122217172211122 580

    216737615496512651261561 59eyy1166432231

    615341945565233554156551 60uyy0439133230

    196166966116363166666656 61iyy01410205220

    791563335194747176144773 62ayy0424624221

    392771977774774777277777 631

    #6329915019215512575105932

    922232995224222324124232%5.949008498628.234183191714.16430594918.130311614714.636449480611.80358829087.082152974522

    555513245431323245234443

    222622932224222662122222

    342223422252222232122242

    646616646254632457334664

    44631492153433774423174491524-

    22572223225424245222624481321-

    922222292294222224392742101525-

    101727-

    7955223275945554557445445510-

    64666226667467444633663391120-

    72457344226433335242255361622-

    96593325695963624733676481220-

    41014-

    64495292619463476473175991423-

    22134242529153375343421361420-

    64741694494494644643445381422-

    34552934441544743543433381321-

    91221-

    71017-

    111122-

    66662676646452461342646661420-

    22221292522122522222222251015-

    96291999766299267969426461319-

    2555559252545552322222446713-

    61016-

    317373932223332431227524111122-

    345362325144524433237544101525-

    2435163254442355226525443912-

    31366499536466432142354281422-

    82129-

    33553222522425473243354371017-

    37752292545422564224252471825-

    666661366294692366636563101323-

    19717199511444175123159361521-

    131528-

    69262232522563326142264641115-

    694917972314574679654542101727-

    22625299525252222252222281018-

    694422936434422252222276101727-

    51015-

    121527-

    51621-

    2222225222945223213922225914-

    945943996111391971299363121325-

    29553522525455574545355271118-

    39677499696433693364136391322-

    61117-

    225519995914575755696551101828-

    23472222212453345334455571118-

    2223249954945997512442437815-

    192616955912574459274552257-

    41317-

    2725222252345257436415424913-

    66663122642467676374363321315-

    1151369913242733612515413912-

    77533293222457275374753571017-

    7512-

    63471743529453645364354351419-

    62473293446457744324644271421-

    79272292277252572222223271623-

    5946322264975754534775526713-

    5914-

    33121130025640020183060126361117-

    131212615221119112010510141398121614131361529951620-

    832696670341612667116135361415021113-

    11082244531033434813941010124181119281422-

    22131132121928219410114514020821553912-

    12581046131126081556380747312541620-

    4346421121210931232424410756915-

    5100503241105912412030510119351015-

    4848484848484848484848484848484848484848484848486.878787878812.227272727319.0909090909

    0.08072916672.55110927013.32725553134.9852930559

    Sheet2

    katalhiktilkitelkitlelktilelktoleliktel

    -'

    412536245111425544654511 30inn163662024

    322466964141664516616461 34inn091551223

    212622226275626157354652 54inn192451224

    445744414452424254446422 9inn0131531124

    196622721695666566155655 12iny031690322

    496636446465666756563664 46iny0523120123

    677777967672777646666622 26iny0913100023

    222222122296122724792222 44iny1162120022

    427346772217666632722336 " 14iyn066541224

    922272991226222726426272 2iyn1133310021

    426664266676666646166626 5iyn1163310024

    666656967665667666666666/ 24iyn2190020023

    117451512197244324545174 18iyy366430123

    351633333731255125511222 50iyy175550124

    196166966116363166666656 61iyy0141020522

    667636993636366666366666 40iyy0160051022

    196161997113331671521792 -36ann812330320

    444142995292599753422421 51ann162630119

    777751637315161637613331 3any246660024

    721247922922927227252235 -19any1021214121

    261212925552225726551457 28ayn278210323

    553561995627246615235375 56ayn734232122

    695973931475235639625251 39ayy221533420

    791563335194747176144773 62ayy042462422

    554469994967414144393446 49enn320192219

    596151922956237729637226 52enn340362220

    966666696697666667496376 10eny0151300120

    617739611127114167161666 20eny117940123

    776672226225265172577657 -33eyn077450124

    667225925553765672636727 57eyn055250623

    512543532711231155356211 29eyy146741124

    216737615496512651261561 59eyy116643223

    373363373547325741227337 7onn123629124

    266954942396216726713759 17onn222524320

    111115611297192611161316 35ony1241113022

    937931992555195945699121 45ony514212116

    294244145445211423644262 38oyn193226023

    555537665161525253213533 " 55oyn135309324

    515556655521521115335533 13oyy0245011224

    555525355656126547625655 23oyy1315112124

    114571937251556611357611 " 8unn325811323

    495332995952445944521454 47unn107306219

    947922574979424536224643 15uny025236220

    914929997114994179195415 25uny140206215

    591133965161133373333345 41uyn0102513122

    444144934445444114244444 4uyy1171103023

    454117992417117465764276 "31uyy235525022

    615341945565233554156551 60uyy043913323

    #63299150192155125751059

    %5.949008498628.234183191714.16430594918.130311614714.636449480611.80358829087.0821529745

    katalhiktilkitelkitlelktilelktoleliktel

    331211300256400201830601263a13.450292397715.789473684215.789473684223.391812865515.20467836266.4327485389.9415204678

    1312126152211191120105101413981216141313615299e5.113636363622.159090909118.181818181819.886363636421.02272727274.54545454559.0909090909

    8326966703416126671161353614150i2.989130434845.380434782610.054347826114.40217391320.38043478261.9021739134.8913043478

    110822445310334348139410101241811192o6.779661016913.559322033914.689265536716.3841807915.084745762737.28813559326.2146892655

    2213113212192821941011451402082155u4.790419161725.149700598816.766467065920.95808383234.790419161719.76047904197.7844311377

    1258104613112608155638074731256.624627874924.407604401715.096274458919.004523007613.296601068513.98579832637.584570862100

    434642112121093123242441075katalhiktilkitelkitlelktilelktoleliktel

    51005032411059124120305101193

    484848484848484848484848484848484848484848484848

    CV.'CVC

    933453972331555555555533 17111100222

    476436942212444427744474 162411400021

    551535914151515695551155 431012700121

    515555555551555155155551 220019500024

    552674352452555295755555 322113400222

    1266621005110

    %10.90909090915.45454545456019.0909090909004.5454545455

    katalhiktilkitelkitlelktilelktoleliktel

    646664966667647446764774 370070160023

    212221922146112627311221 420082112023

    911921727121229141111212 480011082021

    713721912116713141111611 210013235023

    222222122122217172211122 580070152024

    0046453110114

    %0040.3508771933.508771929846.49122807029.6491228070

    245411444444441444244444 532000101821

    515555911556551555755555 60411001723

    944169991462494344444444 110100001314

    557555954555564555255595 270011211722

    392771977774774777277777 630200211621

    27225281101

    %1.98019801986.93069306931.98019801981.98019801984.95049504951.980198019880.198019802

    katalhiktilkitelkitlelktilelktoleliktel

    a

    196161997113331671521792 -36ann812330320ktilelktolel

    444142995292599753422421 51ann162630119a15.20467836266.4327485380.70270270270.2972972973

    777751637315161637613331 3any246660024e21.02272727274.54545454550.82222222220.1777777778

    721247922922927227252235 -19any1021214121i20.38043478261.9021739130.91463414630.0853658537

    261212925552225726551457 28ayn278210323o5.084745762737.28813559320.120.88

    553561995627246615235375 56ayn734232122u4.790419161719.76047904190.19512195120.8048780488

    695973931475235639625251 39ayy2215334202.05197831981.9480216802

    791563335194747176144773 62ayy042462422

    #232727402611171712.3636363636

    %13.450292397715.789473684215.789473684223.391812865515.20467836266.4327485389.94152046780.4230769231

    ekatalhiktilkitelkitlelktilelktoleliktel

    554469994967414144393446 49enn3201922194.625

    596151922956237729637226 52enn3403622200.2162162162

    966666696697666667496376 10eny0151300120

    617739611127114167161666 20eny117940123

    776672226225265172577657 -33eyn077450124

    667225925553765672636727 57eyn055250623

    512543532711231155356211 29eyy146741124

    216737615496512651261561 59eyy116643223

    #939323537816176

    %5.113636363622.159090909118.181818181819.886363636421.02272727274.54545454559.0909090909

    ikatalhiktilkitelkitlelktilelktoleliktel

    445744414452424254446422 9inn013153112410.71428571430.2424242424

    412536245111425544654511 30inn1636620240.09333333334.125

    322466964141664516616461 34inn091551223

    212622226275626157354652 54inn192451224

    196622721695666566155655 12iny031690322

    677777967672777646666622 26iny0913100023

    222222122296122724792222 44iny1162120022

    496636446465666756563664 46iny0523120123

    922272991226222726426272 2iyn1133310021

    426664266676666646166626 5iyn1163310024

    427346772217666632722336 " 14iyn066541224

    666656967665667666666666/ 24iyn2190020023

    117451512197244324545174 18iyy366430123

    667636993636366666366666 40iyy0160051022

    351633333731255125511222 50iyy175550124

    196166966116363166666656 61iyy0141020522

    #11167375375718368

    %2.989130434845.380434782610.054347826114.40217391320.38043478261.9021739134.8913043478

    okatalhiktilkitelkitlelktilelktoleliktel

    373363373547325741227337 7onn123629124

    266954942396216726713759 17onn222524320

    111115611297192611161316 35ony1241113022

    937931992555195945699121 45ony514212116

    294244145445211423644262 38oyn193226023

    555537665161525253213533 " 55oyn135309324

    515556655521521115335533 13oyy0245011224

    555525355656126547625655 23oyy1315112124

    #1224262996611177

    %6.779661016913.559322033914.689265536716.3841807915.084745762737.28813559326.2146892655

    ukatalhiktilkitelkitlelktilelktoleliktel

    114571937251556611357611 " 8unn325811323

    495332995952445944521454 47unn107306219

    947922574979424536224643 15uny025236220

    914929997114994179195415 25uny140206215

    591133965161133373333345 41uyn0102513122

    444144934445444114244444 4uyn1171103023

    454117992417117465764276 "31uyy235525022

    615341945565233554156551 60uyy043913323

    #842283583313167

    %4.790419161725.149700598816.766467065920.95808383234.790419161719.76047904197.7844311377

    katalhiktilkitelkitlelktilelktoleliktel

    intransitive

    196161997113331671521792 -36ann812330320

    444142995292599753422421 51ann162630119

    777751637315161637613331 3any246660024

    721247922922927227252235 -19any1021214121

    554469994967414144393446 49enn320192219

    596151922956237729637226 52enn340362220

    966666696697666667496376 10eny0151300120

    617739611127114167161666 20eny11794012348445882115

    445744414452424254446422 9inn013153112441.73913043483.478260869639.13043478266.95652173916.95652173911.7391304348

    412536245111425544654511 30inn163662024kirtelkirtlelkritelkritlelkrotelkrotlel

    322466964141664516616461 34inn091551223

    212622226275626157354652 54inn192451224

    196622721695666566155655 12iny031690322

    677777967672777646666622 26iny0913100023

    222222122296122724792222 44iny1162120022

    496636446465666756563664 46iny0523120123

    373363373547325741227337 7onn123629124

    266954942396216726713759 17onn222524320

    111115611297192611161316 35ony1241113022

    937931992555195945699121 45ony514212116

    114571937251556611357611 " 8unn325811323

    495332995952445944521454 47unn107306219

    947922574979424536224643 15uny025236220

    914929997114994179195415 25uny140206215

    #3611863105946034510

    %7.058823529423.13725490212.352941176520.588235294118.43137254911.76470588246.6666666667

    transitive

    261212925552225726551457 28ayn278210323

    553561995627246615235375 56ayn734232122

    695973931475235639625251 39ayy221533420

    791563335194747176144773 62ayy042462422

    776672226225265172577657 -33eyn077450124

    667225925553765672636727 57eyn055250623

    512543532711231155356211 29eyy146741124

    216737615496512651261561 59eyy116643223

    922272991226222726426272 2iyn1133310021

    426664266676666646166626 5iyn1163310024

    427346772217666632722336 " 14iyn066541224

    666656967665667666666666/ 24iyn2190020023

    117451512197244324545174 18iyy366430123

    667636993636366666366666 40iyy0160051022

    351633333731255125511222 50iyy175550124

    196166966116363166666656 61iyy0141020522

    294244145445211423644262 38oyn193226023

    555537665161525253213533 " 55oyn135309324

    515556655521521115335533 13oyy0245011224

    555525355656126547625655 23oyy1315112124

    591133965161133373333345 41uyn0102513122

    444144934445444114244444 4uyn1171103023

    454117992417117465764276 "31uyy235525022

    615341945565233554156551 60uyy043913323

    #271818787616541549

    %4.918032786932.969034608415.846994535515.846994535511.111111111111.8397085617.4681238616

    hiktil non-exist

    196161997113331671521792 -36ann812330320

    444142995292599753422421 51ann162630119

    261212925552225726551457 28ayn278210323

    553561995627246615235375 56ayn734232122

    554469994967414144393446 49enn320192219

    596151922956237729637226 52enn340362220

    776672226225265172577657 -33eyn077450124

    667225925553765672636727 57eyn055250623

    445744414452424254446422 9inn0131531124

    412536245111425544654511 30inn163662024

    322466964141664516616461 34inn091551223

    212622226275626157354652 54inn192451224

    922272991226222726426272 2iyn1133310021

    426664266676666646166626 5iyn1163310024

    427346772217666632722336 " 14iyn066541224

    666656967665667666666666/ 24iyn2190020023

    373363373547325741227337 7onn123629124

    266954942396216726713759 17onn222524320

    294244145445211423644262 38oyn193226023

    555537665161525253213533 " 55oyn135309324

    114571937251556611357611 " 8unn325811323

    495332995952445944521454 47unn107306219

    591133965161133373333345 41uyn0102513122

    444144934445444114244444 4uyn1171103023

    #391547486705039512

    %7.617187530.07812514.45312516.79687513.6718759.7656257.6171875

    hiktil exist

    777751637315161637613331 3any246660024

    721247922922927227252235 -19any1021214121

    695973931475235639625251 39ayy221533420

    791563335194747176144773 62ayy042462422

    966666696697666667496376 10eny0151300120

    617739611127114167161666 20eny117940123

    512543532711231155356211 29eyy146741124

    216737615496512651261561 59eyy116643223

    196622721695666566155655 12iny031690322

    677777967672777646666622 26iny0913100023

    222222122296122724792222 44iny1162120022

    496636446465666756563664 46iny0523120123

    117451512197244324545174 18iyy366430123

    667636993636366666366666 40iyy0160051022

    351633333731255125511222 50iyy175550124

    196166966116363166666656 61iyy0141020522

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    #2312875105857236524

    %4.389312977124.42748091614.312977099220.038167938916.221374045813.74045801536.8702290076

    445744414452424254446422 9inn0131531124t-Test: Two-Sample Assuming Equal Variancest-Test: Two-Sample Assuming Equal Variances

    412536245111425544654511 30inn163662024

    322466964141664516616461 34inn091551223Variable 1Variable 2Variable 1Variable 2

    212622226275626157354652 54inn192451224Mean8.7512.125Mean6.52.875

    196622721695666566155655 12iny031690322Variance17.928571428626.125Variance12.28571428572.6964285714

    677777967672777646666622 26iny0913100023Observations88Observations88

    222222122296122724792222 44iny1162120022Pooled Variance22.0267857143Pooled Variance7.4910714286

    496636446465666756563664 46iny0523120123Hypothesized Mean Difference0Hypothesized Mean Difference0

    #37013335259185df14df14

    %1.621621621637.83783783787.02702702717.837837837828.10810810812.70270270274.8648648649t Stat-1.4382295561t Stat2.6489028921

    P(T

  • CCV.CVC ResultsCCV.CVC stimuli do not constitute a problem for derivation.Equally co-dominated by 4-consonant kitel variants CVC.CVC (skeletally unfaithful, common in the lexicon) and CCV.CVC (skeletally faithful but non-existent in the lexicon).Reduplication is superfluous and appears only marginally.

    Chart1

    41.7391304348

    3.4782608696

    39.1304347826

    6.9565217391

    6.9565217391

    1.7391304348

    derivation strategies for CCV.'CVC (n=115 out of 120)

    Sheet1

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    Sheet2

    katalhiktilkitelkitlelktilelktoleliktel

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    katalhiktilkitelkitlelktilelktoleliktel

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    484848484848484848484848484848484848484848484848

    CV.'CVC

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    katalhiktilkitelkitlelktilelktoleliktel

    646664966667647446764774 370070160023

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    557555954555564555255595 270011211722

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    27225281101

    %1.98019801986.93069306931.98019801981.98019801984.95049504951.980198019880.198019802

    katalhiktilkitelkitlelktilelktoleliktel

    a

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    ukatalhiktilkitelkitlelktilelktoleliktel

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    katalhiktilkitelkitlelktilelktoleliktel

    intransitive

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    transitive

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    hiktil non-exist

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    hiktil exist

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    0

    Sheet2

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    0

    0

    derivation strategies for CV.'CVC (n=110 out of 120)

    Sheet3

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for VC.'CVC (n=101 out of 120)

    00

    00

    00

    00

    00

    00

    00

    derivation strategies for CCeC (n=176 out of 192)

    iktel9.1%

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCaC (n=171 out of 192)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCoC (n=177 out of 192)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCuC (n=167 out of 192)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCiC (n=368 out of 384)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCVC (n=1059 out of 1152)

    0

    0

    0

    0

    0

    0

    0

    derivation strategies for CCVC (corrected )

    0

    0

    0

    0

    0

    0

    derivation strategies for CCV.'CVC (n=115 out of 120)

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