feat(desktop): embed BoosAPI Desktop client as a subproject
Vendor the rebranded BoosAPI Desktop client (Tauri + Vue) into metapi as a monorepo subdirectory under desktop/. Source only — node_modules, dist, Cargo target and the upstream .git history are excluded. desktop/ keeps its own independent Cargo workspace (desktop/src-tauri with crates/*); it is not part of the backend boosapi crate, so a `cargo check` at the metapi root still compiles only the backend. Build the desktop app from desktop/src-tauri per desktop/README.md. Note: app icons are still placeholder assets pending the final BoosAPI logo. The updater signing keys live outside the repo and are not included.
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import { getMarkdown, parseMarkdownToStructure } from 'stream-markdown-parser'
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import { describe, expect, it } from 'vitest'
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describe('math inline edgecases', () => {
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function collectByType(nodes: any, type: string, out: any[] = []) {
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if (!nodes)
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return out
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if (Array.isArray(nodes)) {
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for (const n of nodes)
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collectByType(n, type, out)
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return out
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}
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if (nodes && typeof nodes === 'object') {
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if (nodes.type === type)
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out.push(nodes)
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const children = (nodes as any).children
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if (children)
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collectByType(children, type, out)
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}
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return out
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}
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it('handles nested parentheses with escaped braces and preserves backslashes', () => {
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const md = getMarkdown()
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// Use a simpler, correctly escaped inline math string. This represents
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// the literal: \((\operatorname{span}{\boldsymbol{\alpha}})^\perp\)
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const content = '前文 \\((\\operatorname{span}{\\boldsymbol{\\alpha}})^\\perp\\) 后文'
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const tokens = md.parse(content, {})
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const inlineChildren = tokens.flatMap((t: any) => (t.children ? t.children : []))
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const inlineMath = inlineChildren.filter((c: any) => c && c.type === 'math_inline')
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expect(inlineMath.length).toBeGreaterThanOrEqual(1)
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const mathContent = inlineMath[0].content
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// debug: math token content inspected during development if needed
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// Ensure math content includes the expected TeX command names (backslash
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// may or may not be present depending on normalization).
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expect(/\\?operatorname/.test(mathContent)).toBe(true)
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expect(/\\?boldsymbol/.test(mathContent)).toBe(true)
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})
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it('parses Chinese list item with inline math and fractions', () => {
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const md = getMarkdown()
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const content = `* **情况 2.1: $b=1$**\n 如果 $b=1$,则 $k = \\frac{a^2+1^2}{a \\cdot 1+1} = \\frac{a^2+1}{a+1}$。`
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const tokens = md.parse(content, {})
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const inlineChildren = tokens.flatMap((t: any) => (t.children ? t.children : []))
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const inlineMath = inlineChildren.filter((c: any) => c && c.type === 'math_inline')
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expect(inlineMath.length).toBeGreaterThanOrEqual(3)
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const mathContents = inlineMath.map((m: any) => m.content).join(' ')
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expect(/b=1/.test(mathContents)).toBe(true)
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expect(/\\?frac/.test(mathContents)).toBe(true)
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expect(/a\^2/.test(mathContents)).toBe(true)
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})
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it('parses inline math inside `__strong__` without crashing', () => {
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const md = getMarkdown()
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const content = '__strong $x$__'
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expect(() => md.parse(content, {})).not.toThrow()
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const tokens = md.parse(content, {})
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const inlineChildren = tokens.flatMap((t: any) => (t.children ? t.children : []))
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const inlineMath = inlineChildren.filter((c: any) => c && c.type === 'math_inline')
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expect(inlineMath.length).toBeGreaterThanOrEqual(1)
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expect(inlineMath[0].content).toContain('x')
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})
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it('handles mid-state (unclosed) $math inside `__strong` without weird strong markup', () => {
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const md = getMarkdown()
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const content = '__strong $E=mc^2'
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expect(() => md.parse(content, {})).not.toThrow()
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const tokens = md.parse(content, {})
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const inlineChildren = tokens.flatMap((t: any) => (t.children ? t.children : []))
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const strongOpen = inlineChildren.find((c: any) => c && c.type === 'strong_open')
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expect(strongOpen).toBeDefined()
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expect(strongOpen.markup).toBe('__')
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const math = inlineChildren.find((c: any) => c && c.type === 'math_inline')
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expect(math).toBeDefined()
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expect(math.loading).toBe(true)
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expect(math.markup).toBe('$')
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expect(math.content).toContain('E=mc^2')
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})
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it('handles mid-state (unclosed) $math inside `**strong` without weird strong markup', () => {
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const md = getMarkdown()
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const content = '**strong $E=mc^2'
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expect(() => md.parse(content, {})).not.toThrow()
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const tokens = md.parse(content, {})
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const inlineChildren = tokens.flatMap((t: any) => (t.children ? t.children : []))
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const strongOpen = inlineChildren.find((c: any) => c && c.type === 'strong_open')
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expect(strongOpen).toBeDefined()
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expect(strongOpen.markup).toBe('**')
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const math = inlineChildren.find((c: any) => c && c.type === 'math_inline')
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expect(math).toBeDefined()
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expect(math.loading).toBe(true)
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expect(math.markup).toBe('$')
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expect(math.content).toContain('E=mc^2')
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})
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it('does not throw in parseMarkdownToStructure for strong+math', () => {
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const md = getMarkdown('t')
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expect(() => parseMarkdownToStructure('__strong $x$__', md)).not.toThrow()
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expect(() => parseMarkdownToStructure('**strong $x$**', md)).not.toThrow()
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const nodes1 = parseMarkdownToStructure('__strong $x$__', md)
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const nodes2 = parseMarkdownToStructure('**strong $x$**', md)
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expect(collectByType(nodes1, 'math_inline').length).toBeGreaterThanOrEqual(1)
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expect(collectByType(nodes2, 'math_inline').length).toBeGreaterThanOrEqual(1)
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})
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})
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