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fix constructing result note path in the jump to note dialog, closes #4054
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@ -19,20 +19,22 @@ class NoteFlatTextExp extends Expression {
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/**
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* @param {BNote} note
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* @param {string[]} tokens
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* @param {string[]} path
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* @param {string[]} remainingTokens - tokens still needed to be found in the path towards root
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* @param {string[]} takenPath - path so far taken towards from candidate note towards the root.
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* It contains the suffix fragment of the full note path.
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*/
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const searchDownThePath = (note, tokens, path) => {
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if (tokens.length === 0) {
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const retPath = this.getNotePath(note, path);
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const searchPathTowardsRoot = (note, remainingTokens, takenPath) => {
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if (remainingTokens.length === 0) {
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// we're done, just build the result
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const resultPath = this.getNotePath(note, takenPath);
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if (retPath) {
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const noteId = retPath[retPath.length - 1];
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if (resultPath) {
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const noteId = resultPath[resultPath.length - 1];
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if (!resultNoteSet.hasNoteId(noteId)) {
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// we could get here from multiple paths, the first one wins because the paths
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// are sorted by importance
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executionContext.noteIdToNotePath[noteId] = retPath;
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executionContext.noteIdToNotePath[noteId] = resultPath;
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resultNoteSet.add(becca.notes[noteId]);
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}
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@ -42,22 +44,23 @@ class NoteFlatTextExp extends Expression {
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}
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if (note.parents.length === 0 || note.noteId === 'root') {
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// we've reached root, but there are still remaining tokens -> this candidate note produced no result
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return;
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}
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const foundAttrTokens = [];
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for (const token of tokens) {
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for (const token of remainingTokens) {
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if (note.type.includes(token) || note.mime.includes(token)) {
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foundAttrTokens.push(token);
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}
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}
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for (const attribute of note.ownedAttributes) {
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for (const attribute of note.getOwnedAttributes()) {
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const normalizedName = utils.normalize(attribute.name);
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const normalizedValue = utils.normalize(attribute.value);
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for (const token of tokens) {
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for (const token of remainingTokens) {
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if (normalizedName.includes(token) || normalizedValue.includes(token)) {
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foundAttrTokens.push(token);
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}
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@ -68,19 +71,19 @@ class NoteFlatTextExp extends Expression {
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const title = utils.normalize(beccaService.getNoteTitle(note.noteId, parentNote.noteId));
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const foundTokens = foundAttrTokens.slice();
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for (const token of tokens) {
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for (const token of remainingTokens) {
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if (title.includes(token)) {
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foundTokens.push(token);
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}
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}
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if (foundTokens.length > 0) {
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const remainingTokens = tokens.filter(token => !foundTokens.includes(token));
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const newRemainingTokens = remainingTokens.filter(token => !foundTokens.includes(token));
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searchDownThePath(parentNote, remainingTokens, [...path, note.noteId]);
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searchPathTowardsRoot(parentNote, newRemainingTokens, [note.noteId, ...takenPath]);
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}
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else {
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searchDownThePath(parentNote, tokens, [...path, note.noteId]);
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searchPathTowardsRoot(parentNote, remainingTokens, [note.noteId, ...takenPath]);
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}
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}
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}
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@ -90,7 +93,7 @@ class NoteFlatTextExp extends Expression {
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for (const note of candidateNotes) {
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// autocomplete should be able to find notes by their noteIds as well (only leafs)
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if (this.tokens.length === 1 && note.noteId.toLowerCase() === this.tokens[0]) {
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searchDownThePath(note, [], []);
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searchPathTowardsRoot(note, [], [note.noteId]);
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continue;
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}
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@ -123,7 +126,7 @@ class NoteFlatTextExp extends Expression {
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if (foundTokens.length > 0) {
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const remainingTokens = this.tokens.filter(token => !foundTokens.includes(token));
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searchDownThePath(parentNote, remainingTokens, [note.noteId]);
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searchPathTowardsRoot(parentNote, remainingTokens, [note.noteId]);
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}
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}
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}
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@ -131,14 +134,22 @@ class NoteFlatTextExp extends Expression {
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return resultNoteSet;
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}
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getNotePath(note, path) {
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if (path.length === 0) {
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/**
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* @param {BNote} note
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* @param {string[]} takenPath
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* @returns {string[]}
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*/
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getNotePath(note, takenPath) {
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if (takenPath.length === 0) {
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throw new Error("Path is not expected to be empty.");
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} else if (takenPath.length === 1 && takenPath[0] === note.noteId) {
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return note.getBestNotePath();
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} else {
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const closestNoteId = path[0];
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const closestNoteBestNotePath = becca.getNote(closestNoteId).getBestNotePath();
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// this note is the closest to root containing the last matching token(s), thus completing the requirements
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// what's in this note's predecessors does not matter, thus we'll choose the best note path
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const topMostMatchingTokenNotePath = becca.getNote(takenPath[0]).getBestNotePath();
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return [...closestNoteBestNotePath, ...path.slice(1)];
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return [...topMostMatchingTokenNotePath, ...takenPath.slice(1)];
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}
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}
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