SmithMoskalEtAl2019: word forms

Auto-generated from Linglib/Data/Forms/SmithMoskalEtAl2019.json by scripts/gen_forms.py. Do not edit by hand; edit the JSON and re-run the generator. Declarations live in namespace SmithMoskalEtAl2019.Forms.

inductive SmithMoskalEtAl2019.Forms.Base : Type

The values of Base the source distinguishes.

• a : Base

  The base of the first cell, A in the source.

• b : Base

  A second base, B in the source.

@[instance_reducible]

instance SmithMoskalEtAl2019.Forms.instDecidableEqBase : DecidableEq Base

Equations

• SmithMoskalEtAl2019.Forms.instDecidableEqBase x✝ y✝ = if h : x✝.ctorIdx = y✝.ctorIdx then isTrue ⋯ else isFalse ⋯

def SmithMoskalEtAl2019.Forms.instReprBase.repr : Base → ℕ → Std.Format

Equations

• One or more equations did not get rendered due to their size.

@[instance_reducible]

instance SmithMoskalEtAl2019.Forms.instReprBase : Repr Base

Equations

• SmithMoskalEtAl2019.Forms.instReprBase = { reprPrec := SmithMoskalEtAl2019.Forms.instReprBase.repr }

@[reducible, inline]

abbrev SmithMoskalEtAl2019.Forms.Cell : Type

A cell of the source's tables, by its Universal Dependencies features.

Equations

• SmithMoskalEtAl2019.Forms.Cell = UD.MorphFeatures

def SmithMoskalEtAl2019.Forms.Lexemes.x_3sg_abs : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_3sg_abs = { id := "x_3sg_abs", languageId := "ward1246", parameterId := "3sg_abs" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_3sg_erg : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_3sg_erg = { id := "x_3sg_erg", languageId := "ward1246", parameterId := "3sg_erg" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_3sg_dat : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_3sg_dat = { id := "x_3sg_dat", languageId := "ward1246", parameterId := "3sg_dat" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_abs : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_abs = { id := "x_2sg_abs", languageId := "khin1240", parameterId := "2sg_abs" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_erg : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_erg = { id := "x_2sg_erg", languageId := "khin1240", parameterId := "2sg_erg" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_dat : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_dat = { id := "x_2sg_dat", languageId := "khin1240", parameterId := "2sg_dat" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_abs_arch1244 : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_abs_arch1244 = { id := "x_2sg_abs_arch1244", languageId := "arch1244", parameterId := "2sg_abs" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_erg_arch1244 : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_erg_arch1244 = { id := "x_2sg_erg_arch1244", languageId := "arch1244", parameterId := "2sg_erg" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_dat_arch1244 : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_2sg_dat_arch1244 = { id := "x_2sg_dat_arch1244", languageId := "arch1244", parameterId := "2sg_dat" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_nom : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_nom = { id := "x_1sg_nom", languageId := "icel1247", parameterId := "1sg_nom" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_acc : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_acc = { id := "x_1sg_acc", languageId := "icel1247", parameterId := "1sg_acc" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_dat : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_dat = { id := "x_1sg_dat", languageId := "icel1247", parameterId := "1sg_dat" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_nom_russ1263 : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_nom_russ1263 = { id := "x_1sg_nom_russ1263", languageId := "russ1263", parameterId := "1sg_nom" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_acc_russ1263 : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_acc_russ1263 = { id := "x_1sg_acc_russ1263", languageId := "russ1263", parameterId := "1sg_acc" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_dat_russ1263 : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_dat_russ1263 = { id := "x_1sg_dat_russ1263", languageId := "russ1263", parameterId := "1sg_dat" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_abs : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_abs = { id := "x_1sg_abs", languageId := "lezg1247", parameterId := "1sg_abs" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_erg : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_erg = { id := "x_1sg_erg", languageId := "lezg1247", parameterId := "1sg_erg" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_dat_lezg1247 : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1sg_dat_lezg1247 = { id := "x_1sg_dat_lezg1247", languageId := "lezg1247", parameterId := "1sg_dat" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1_sg : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1_sg = { id := "x_1_sg", languageId := "awtu1239", parameterId := "1_sg" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1_pl : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1_pl = { id := "x_1_pl", languageId := "awtu1239", parameterId := "1_pl" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1_dl : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1_dl = { id := "x_1_dl", languageId := "awtu1239", parameterId := "1_dl" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_2_sg : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_2_sg = { id := "x_2_sg", languageId := "yagu1244", parameterId := "2_sg" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_2_pl : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_2_pl = { id := "x_2_pl", languageId := "yagu1244", parameterId := "2_pl" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_2_dl : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_2_dl = { id := "x_2_dl", languageId := "yagu1244", parameterId := "2_dl" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1incl_sg : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1incl_sg = { id := "x_1incl_sg", languageId := "wamb1258", parameterId := "1incl_sg" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1incl_pl : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1incl_pl = { id := "x_1incl_pl", languageId := "wamb1258", parameterId := "1incl_pl" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_1incl_dl : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_1incl_dl = { id := "x_1incl_dl", languageId := "wamb1258", parameterId := "1incl_dl" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_3m_sg : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_3m_sg = { id := "x_3m_sg", languageId := "dehu1237", parameterId := "3m_sg" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_3m_pl : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_3m_pl = { id := "x_3m_pl", languageId := "dehu1237", parameterId := "3m_pl" }

def SmithMoskalEtAl2019.Forms.Lexemes.x_3m_dl : Data.Forms.Lexeme

Equations

• SmithMoskalEtAl2019.Forms.Lexemes.x_3m_dl = { id := "x_3m_dl", languageId := "dehu1237", parameterId := "3m_dl" }

def SmithMoskalEtAl2019.Forms.wardaman_3sg_abs : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.wardaman_3sg_erg : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.wardaman_3sg_dat : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.khinalugh_2sg_abs : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.khinalugh_2sg_erg : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.khinalugh_2sg_dat : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.archi_2sg_abs : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.archi_2sg_erg : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.archi_2sg_dat : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.icelandic_1sg_nom : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.icelandic_1sg_acc : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.icelandic_1sg_dat : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.russian_1sg_nom : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.russian_1sg_acc : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.russian_1sg_dat : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.lezgian_1sg_abs : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.lezgian_1sg_erg : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.lezgian_1sg_dat : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.awtuw_1_sg : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.awtuw_1_pl : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.awtuw_1_dl : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.yagua_2_sg : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.yagua_2_pl : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.yagua_2_dl : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.wambaya_1incl_sg : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.wambaya_1incl_pl : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.wambaya_1incl_dl : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.dehu_3m_sg : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.dehu_3m_pl : Data.Forms.Form Cell

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def SmithMoskalEtAl2019.Forms.dehu_3m_dl : Data.Forms.Form Cell

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structure SmithMoskalEtAl2019.Forms.Analysis : Type

The source's analysis of a form, its parse rather than data.

• form : Data.Forms.Form Cell

  The form analysed.

• base : Base

  The Base column.

def SmithMoskalEtAl2019.Forms.instDecidableEqAnalysis.decEq (x✝ x✝¹ : Analysis) : Decidable (x✝ = x✝¹)

Equations

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@[instance_reducible]

instance SmithMoskalEtAl2019.Forms.instDecidableEqAnalysis : DecidableEq Analysis

Equations

• SmithMoskalEtAl2019.Forms.instDecidableEqAnalysis = SmithMoskalEtAl2019.Forms.instDecidableEqAnalysis.decEq

@[instance_reducible]

instance SmithMoskalEtAl2019.Forms.instReprAnalysis : Repr Analysis

Equations

• SmithMoskalEtAl2019.Forms.instReprAnalysis = { reprPrec := SmithMoskalEtAl2019.Forms.instReprAnalysis.repr }

def SmithMoskalEtAl2019.Forms.instReprAnalysis.repr : Analysis → ℕ → Std.Format

Equations

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def SmithMoskalEtAl2019.Forms.wardaman_3sg_abs.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.wardaman_3sg_abs.analysis = { form := SmithMoskalEtAl2019.Forms.wardaman_3sg_abs, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.wardaman_3sg_erg.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.wardaman_3sg_erg.analysis = { form := SmithMoskalEtAl2019.Forms.wardaman_3sg_erg, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.wardaman_3sg_dat.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.wardaman_3sg_dat.analysis = { form := SmithMoskalEtAl2019.Forms.wardaman_3sg_dat, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.khinalugh_2sg_abs.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.khinalugh_2sg_abs.analysis = { form := SmithMoskalEtAl2019.Forms.khinalugh_2sg_abs, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.khinalugh_2sg_erg.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.khinalugh_2sg_erg.analysis = { form := SmithMoskalEtAl2019.Forms.khinalugh_2sg_erg, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.khinalugh_2sg_dat.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.khinalugh_2sg_dat.analysis = { form := SmithMoskalEtAl2019.Forms.khinalugh_2sg_dat, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.archi_2sg_abs.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.archi_2sg_abs.analysis = { form := SmithMoskalEtAl2019.Forms.archi_2sg_abs, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.archi_2sg_erg.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.archi_2sg_erg.analysis = { form := SmithMoskalEtAl2019.Forms.archi_2sg_erg, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.archi_2sg_dat.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.archi_2sg_dat.analysis = { form := SmithMoskalEtAl2019.Forms.archi_2sg_dat, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.icelandic_1sg_nom.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.icelandic_1sg_nom.analysis = { form := SmithMoskalEtAl2019.Forms.icelandic_1sg_nom, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.icelandic_1sg_acc.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.icelandic_1sg_acc.analysis = { form := SmithMoskalEtAl2019.Forms.icelandic_1sg_acc, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.icelandic_1sg_dat.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.icelandic_1sg_dat.analysis = { form := SmithMoskalEtAl2019.Forms.icelandic_1sg_dat, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.russian_1sg_nom.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.russian_1sg_nom.analysis = { form := SmithMoskalEtAl2019.Forms.russian_1sg_nom, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.russian_1sg_acc.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.russian_1sg_acc.analysis = { form := SmithMoskalEtAl2019.Forms.russian_1sg_acc, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.russian_1sg_dat.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.russian_1sg_dat.analysis = { form := SmithMoskalEtAl2019.Forms.russian_1sg_dat, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.lezgian_1sg_abs.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.lezgian_1sg_abs.analysis = { form := SmithMoskalEtAl2019.Forms.lezgian_1sg_abs, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.lezgian_1sg_erg.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.lezgian_1sg_erg.analysis = { form := SmithMoskalEtAl2019.Forms.lezgian_1sg_erg, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.lezgian_1sg_dat.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.lezgian_1sg_dat.analysis = { form := SmithMoskalEtAl2019.Forms.lezgian_1sg_dat, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.awtuw_1_sg.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.awtuw_1_sg.analysis = { form := SmithMoskalEtAl2019.Forms.awtuw_1_sg, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.awtuw_1_pl.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.awtuw_1_pl.analysis = { form := SmithMoskalEtAl2019.Forms.awtuw_1_pl, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.awtuw_1_dl.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.awtuw_1_dl.analysis = { form := SmithMoskalEtAl2019.Forms.awtuw_1_dl, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.yagua_2_sg.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.yagua_2_sg.analysis = { form := SmithMoskalEtAl2019.Forms.yagua_2_sg, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.yagua_2_pl.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.yagua_2_pl.analysis = { form := SmithMoskalEtAl2019.Forms.yagua_2_pl, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.yagua_2_dl.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.yagua_2_dl.analysis = { form := SmithMoskalEtAl2019.Forms.yagua_2_dl, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.wambaya_1incl_sg.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.wambaya_1incl_sg.analysis = { form := SmithMoskalEtAl2019.Forms.wambaya_1incl_sg, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.wambaya_1incl_pl.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.wambaya_1incl_pl.analysis = { form := SmithMoskalEtAl2019.Forms.wambaya_1incl_pl, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.wambaya_1incl_dl.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.wambaya_1incl_dl.analysis = { form := SmithMoskalEtAl2019.Forms.wambaya_1incl_dl, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.dehu_3m_sg.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.dehu_3m_sg.analysis = { form := SmithMoskalEtAl2019.Forms.dehu_3m_sg, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.dehu_3m_pl.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.dehu_3m_pl.analysis = { form := SmithMoskalEtAl2019.Forms.dehu_3m_pl, base := SmithMoskalEtAl2019.Forms.Base.a }

def SmithMoskalEtAl2019.Forms.dehu_3m_dl.analysis : Analysis

Equations

• SmithMoskalEtAl2019.Forms.dehu_3m_dl.analysis = { form := SmithMoskalEtAl2019.Forms.dehu_3m_dl, base := SmithMoskalEtAl2019.Forms.Base.b }

def SmithMoskalEtAl2019.Forms.lexemes : List Data.Forms.Lexeme

Every lexeme of the data.

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def SmithMoskalEtAl2019.Forms.all : List (Data.Forms.Form Cell)

Every form the sources accept.

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def SmithMoskalEtAl2019.Forms.marked : List (Data.Forms.Form Cell)

Every form a source marks, as marginal, questionable, unacceptable or ungrammatical.

Equations

• SmithMoskalEtAl2019.Forms.marked = []

def SmithMoskalEtAl2019.Forms.relations : List (Data.Forms.FormRelation (Data.Forms.Form Cell))

Every relation the sources assert between forms.

Equations

• SmithMoskalEtAl2019.Forms.relations = []

def SmithMoskalEtAl2019.Forms.analyses : List Analysis

Every analysis of the data.

Equations

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