add definitions

pull/43/head
Alexander Bentkamp 2 years ago
parent 2be1a348ee
commit a44efef7de

@ -6,9 +6,10 @@ import { faLock, faLockOpen, faBook, faHammer, faBan } from '@fortawesome/free-s
import Markdown from './Markdown';
import { useLoadDocQuery } from '../state/api';
function Inventory({ tactics, lemmas } :
function Inventory({ tactics, lemmas, definitions } :
{lemmas: {name: string, locked: boolean, disabled: boolean}[],
tactics: {name: string, locked: boolean, disabled: boolean}[]}) {
tactics: {name: string, locked: boolean, disabled: boolean}[],
definitions: {name: string, locked: boolean, disabled: boolean}[]}) {
const [docName, setDocName] = useState(null)
const [docType, setDocType] = useState(null)
@ -25,6 +26,13 @@ function Inventory({ tactics, lemmas } :
TODO: click on paste icon -> paste into command line */}
</div>
<h2>Definitions</h2>
<div className="inventory-list">
{ definitions.map(def =>
<InventoryItem key={def.name} showDoc={() => {setDocName(def.name); setDocType("Definition")}}
name={def.name} locked={def.locked} disabled={def.disabled} />) }
</div>
<h2>Lemmas</h2>
<div className="inventory-list">
{ lemmas.map(lem =>

@ -181,7 +181,7 @@ function Level() {
</EditorContext.Provider>
</div>
<div className="doc-panel">
{!level.isLoading && <Inventory tactics={level?.data?.tactics} lemmas={level?.data?.lemmas} />}
{!level.isLoading && <Inventory tactics={level?.data?.tactics} lemmas={level?.data?.lemmas} definitions={level?.data?.definitions} />}
</div>
</Split>
</>

@ -16,6 +16,7 @@ interface LevelInfo {
index: number,
tactics: {name: string, disabled: boolean, locked: boolean}[],
lemmas: {name: string, disabled: boolean, locked: boolean}[],
definitions: {name: string, disabled: boolean, locked: boolean}[],
descrText: null|string,
descrFormat: null|string,
}

@ -91,13 +91,14 @@ partial def findForbiddenTactics (inputCtx : Parser.InputContext) (levelParams :
for n in ns do
let some (.thmInfo ..) := (← getEnv).find? n
| return () -- not a theroem -> ignore
match levelParams.lemmas.find? (fun l => l.name.toString == n) with
| none => addErrorMessage info s!"You have not unlocked the lemma '{n}' yet!"
let lemmasAndDefs := levelParams.lemmas ++ levelParams.definitions
match lemmasAndDefs.find? (fun l => l.name.toString == n) with
| none => addErrorMessage info s!"You have not unlocked the lemma/definition '{n}' yet!"
| some lem =>
if lem.locked then
addErrorMessage info s!"You have not unlocked the lemma '{n}' yet!"
addErrorMessage info s!"You have not unlocked the lemma/definition '{n}' yet!"
else if lem.disabled then
addErrorMessage info s!"The lemma '{n}' is disabled in this level!"
addErrorMessage info s!"The lemma/definition '{n}' is disabled in this level!"
where addErrorMessage (info : SourceInfo) (s : MessageData) :=
modify fun st => { st with
messages := st.messages.add {

@ -42,8 +42,9 @@ Fields:
structure LevelInfo where
index : Nat
title : String
tactics: Array Availability
lemmas: Array Availability
tactics : Array Availability
lemmas : Array Availability
definitions : Array Availability
introduction : String
descrText : String := ""
descrFormat : String := ""
@ -57,8 +58,9 @@ structure LoadLevelParams where
structure DidOpenLevelParams where
uri : String
levelModule : Name
tactics: Array Availability
lemmas: Array Availability
tactics : Array Availability
lemmas : Array Availability
definitions : Array Availability
deriving ToJson, FromJson
structure Doc where
@ -91,6 +93,7 @@ def handleDidOpenLevel (params : Json) : GameServerM Unit := do
levelModule := lvl.module
tactics := lvl.tactics.computed
lemmas := lvl.lemmas.computed
definitions := lvl.definitions.computed
: DidOpenLevelParams
}
}
@ -119,6 +122,7 @@ partial def handleServerEvent (ev : ServerEvent) : GameServerM Bool := do
title := lvl.title,
tactics := lvl.tactics.computed,
lemmas := lvl.lemmas.computed,
definitions := lvl.definitions.computed,
descrText := lvl.descrText,
descrFormat := lvl.descrFormat --toExpr <| format (lvl.goal.raw) --toString <| Syntax.formatStx (lvl.goal.raw) --Syntax.formatStx (lvl.goal.raw) , -- TODO
introduction := lvl.introduction }

@ -61,13 +61,13 @@ LemmaDoc not_forall as not_forall in "Logic"
LemmaDoc not_exists as not_exists in "Logic"
"`∀ (A : Prop), ¬(∃ x, A) ↔ ∀x, (¬A)`."
LemmaDoc Even as Even in "Nat"
DefinitionDoc Even
"
`even n` ist definiert als `∃ r, a = 2 * r`.
Die Definition kann man mit `unfold even at *` einsetzen.
"
LemmaDoc Odd as Odd in "Nat"
DefinitionDoc Odd
"
`odd n` ist definiert als `∃ r, a = 2 * r + 1`.
Die Definition kann man mit `unfold odd at *` einsetzen.

@ -66,4 +66,5 @@ Conclusion ""
NewTactics «have»
DisabledTactics «suffices»
NewLemmas Even Odd not_even not_odd
NewDefinitions Even Odd
NewLemmas not_even not_odd

@ -62,5 +62,5 @@ Conclusion ""
NewTactics «suffices»
DisabledTactics «have»
NewLemmas Even Odd not_even not_odd
NewDefinitions Even Odd
NewLemmas not_even not_odd

@ -62,4 +62,5 @@ Hint (n : ) : Even n → Even (n ^ 2) =>
"Diese Aussage hast du bereits als Lemma bewiesen, schau mal in der Bibliothek."
NewTactics contrapose rw apply
NewLemmas Even Odd not_even not_odd even_square
NewDefinitions Even Odd
NewLemmas not_even not_odd even_square

@ -72,5 +72,5 @@ HiddenHint (n: ) (h : Odd (n ^ 2)) (g : Even n) : Even (n ^ 2) =>
NewTactics contradiction by_contra rw apply assumption -- TODO: suffices, have
NewLemmas Odd Even not_odd not_even even_square
NewDefinitions Even Odd
NewLemmas not_odd not_even even_square

@ -68,4 +68,4 @@ Hint (n : ) (x : ) (hx : n = x + x) : (x + x) ^ 2 = 2 * x ^ 2 + 2 * x ^ 2
"Die Taktik `ring` löst solche Gleichungen."
NewTactics unfold rcases use rw ring
NewLemmas Even Odd
NewDefinitions Even Odd

@ -63,5 +63,5 @@ Hint (n : ) : n + n = 2 * n => "Recap: `ring` löst Gleichungen in ``."
Conclusion ""
NewTactics push_neg intro use rw unfold ring
NewLemmas Even Odd not_even not_odd not_exists not_forall
NewDefinitions Even Odd
NewLemmas not_even not_odd not_exists not_forall

@ -51,5 +51,5 @@ Statement
Conclusion ""
NewTactics push_neg intro use rw unfold ring
NewLemmas Even Odd not_even not_odd not_exists not_forall
NewDefinitions Even Odd
NewLemmas not_even not_odd not_exists not_forall

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