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Bao"},"license":"SEE LICENSE IN LICENSE.md","homepage":"https://github.com/mathedu4all/mathcrowd-marked-lib#readme","keywords":["markdown","mathjax","svg"],"repository":{"url":"git+https://github.com/mathedu4all/mathcrowd-marked-lib.git","type":"git"},"description":"A customized markdown parser/renderer with tex2svg.","maintainers":[{"name":"baohongchang","email":"charles@mathcrowd.cn"}],"readme":"# mmarked\n\n[![npm version](https://badge.fury.io/js/%40mathcrowd%2Fmmarked.svg)](https://www.npmjs.com/package/@mathcrowd/mmarked)\n[![npm downloads](https://img.shields.io/npm/dt/@mathcrowd/mmarked.svg)](https://www.npmjs.com/package/@mathcrowd/mmarked)\n[![License: CC BY-NC 4.0](https://img.shields.io/badge/License-CC%20BY--NC%204.0-yellow.svg)](https://creativecommons.org/licenses/by-nc/4.0)\n\n![icon.png](./icon.png)\n\n[English](./README.md) | [在线演示](https://mathedu4all.github.io/mmarked/) | [VSCode 扩展](https://marketplace.visualstudio.com/items?itemName=MCLab.mmarked) | [Logseq 插件](https://github.com/mathedu4all/mmarked-logseq-extension)\n\n## 📖 概述\n\n用 **mmarked** 改变你的 Markdown 体验 —— 一个专为教育和数学内容设计的强大 TypeScript 库。支持实时渲染复杂 LaTeX 公式、定理块和自定义教育语法。\n\n**完美适用于：**\n\n- 📚 **教育工作者** 制作数学课程材料\n- 🎓 **学生** 撰写技术笔记和作业\n- 📝 **研究人员** 编写学术论文\n- 💻 **开发者** 构建教育平台\n- 💡 **任何人** 在 Markdown 中使用数学符号\n\n## ✨ 功能特性\n\n### 核心能力\n\n- ✅ **完整 CommonMark 支持** - 与标准 Markdown 语法完全兼容\n- 🌐 **多语言支持** - 内置中英文 locale，定理、证明、脚注等标签自动切换\n- 🔗 **轻松集成** - 在 Node.js 和浏览器环境中无缝运行\n- 📦 **轻量核心** - 最少依赖，可扩展架构\n- ⚡ **高性能** - 优化的渲染管道，输出快速\n\n### 数学内容\n\n- 🧮 **高级 LaTeX 渲染** - 由 MathJax 驱动，呈现专业品质的公式\n- 📐 **TeX 转 SVG** - 高质量 SVG 格式的方程输出\n- 🔢 **自动编号脚注** - 易用的引用系统，自动编号\n\n### 教育功能\n\n- 📘 **定理样式块** - 专用语法支持定理、引理、定义和例子\n  - 自动编号支持\n  - 使用 `[~id]` 语法进行交叉引用\n  - 可自定义标题\n- 🔍 **可折叠解答块** - 通过切换功能隐藏/显示答案和证明\n- 🎯 **语法高亮** - highlight.js 增强的代码块\n\n### 媒体与自定义\n\n- 🖼️ **增强图片** - 使用简单的 `=宽x高` 语法灵活调整尺寸\n- 📹 **视频支持** - 视频元素支持相同的尺寸选项\n- 🎨 **可扩展** - 基于 marked.js 构建，易于自定义\n\n## 🚀 快速开始\n\n### 安装\n\n```bash\nnpm install @mathcrowd/mmarked mathjax-full highlight.js\n```\n\n### 基本用法\n\n```typescript\nimport { renderMarkdown } from '@mathcrowd/mmarked'\n\n// 渲染带 LaTeX 支持的 Markdown\nconst result = renderMarkdown(`\n# 勾股定理\n\n\\`\\`\\`[theorem,pythagoras,勾股定理]\n对于直角三角形，设两直角边为 $a$、$b$，斜边为 $c$：\n$$a^2 + b^2 = c^2$$\n\\`\\`\\`\n\n这个基本定理（见 [~pythagoras]）描述了直角三角形边长的关系。\n`)\n\nconsole.log(result.parsed) // HTML 输出\nconsole.log(result.time)   // 渲染耗时（毫秒）\n\n// 使用英文 locale 渲染\nconst enResult = renderMarkdown(`...`, { locale: 'en' })\n// 定理 → \"Theorem\"，证明 → \"Proof\"，脚注 → \"Footnotes\"\n```\n\n### 许可证配置（仅 Node.js）\n\n**重要提示：** 许可证验证**仅适用于 Node.js 服务端使用**。浏览器环境不需要配置许可证。\n\n在 Node.js 应用中商业使用时，必须配置有效的许可证：\n\n```typescript\nimport { configureLicense, renderMarkdown } from '@mathcrowd/mmarked'\n\n// 配置你的许可证（在应用启动时执行一次）\nconfigureLicense({\n  apiKey: 'MMARKED-XXXX-XXXX-XXXX-XXXX'\n})\n\n// 现在可以使用库了\nconst result = renderMarkdown('# Hello World')\n```\n\n**在 Node.js 中未配置许可证：**\n```typescript\nimport { renderMarkdown } from '@mathcrowd/mmarked'\n\n// 可以正常工作，但会在控制台显示警告\nconst result = renderMarkdown('# Hello')\n// 控制台输出：\n// ⚠️  未配置 Node.js 服务端有效许可证。\n// 商业使用请通过 configureLicense() 配置许可证。\n// 联系 charles@mathcrowd.cn 获取商业许可。\n// 浏览器使用无需许可证。\n```\n\n**系统要求：**\n- **Node.js 18+** 用于远程许可证验证（使用 fetch API）\n\n**获取许可证：**\n- 📧 邮箱：**charles@mathcrowd.cn**\n- 🌐 访问：[lab.mathcrowd.cn](https://lab.mathcrowd.cn)\n\n### 浏览器端使用\n\n```html\n<!DOCTYPE html>\n<html>\n<head>\n    <meta charset=\"utf-8\">\n    <title>mmarked 演示</title>\n</head>\n<body>\n    <div id=\"content\"></div>\n    <script type=\"module\">\n        import { renderMarkdown } from 'https://cdn.jsdelivr.net/npm/@mathcrowd/mmarked/dist/index.mjs'\n\n        const markdown = `\n# 爱因斯坦质能方程\n\n著名的方程 $E = mc^2$ 描述了能量与质量的关系。\n\n**其中：**\n- $E$ 是能量\n- $m$ 是质量\n- $c$ 是光速\n        `\n\n        document.getElementById('content').innerHTML = renderMarkdown(markdown).parsed\n    </script>\n</body>\n</html>\n```\n\n## 📚 扩展语法指南\n\n### 自动编号的定理块\n\n```markdown\n\\`\\`\\`[theorem,fermat,费马大定理]\n对于任意大于 2 的整数 $n$，不存在正整数 $a$、$b$、$c$\n使得 $a^n + b^n = c^n$。\n\\`\\`\\`\n\n\\`\\`\\`[lemma,helper,辅助引理]\n这个引理支持 [~fermat] 的证明。\n\\`\\`\\`\n```\n\n**支持的块类型：** `theorem`（定理）、`lemma`（引理）、`corollary`（推论）、`axiom`（公理）、`definition`（定义）、`example`（例）\n\n**自定义块：** 使用任何关键字创建自定义定理样式块，独立编号。\n\n**隐藏编号：** 在关键字后添加 `*`（如 `theorem*`）可隐藏编号，但保持序列。\n\n### 交互式解答块\n\n```markdown\n**问题：** 解方程 $x^2 - 5x + 6 = 0$\n\n~~~[solution]\n**解答：**\n\n因式分解方程：\n$$(x-2)(x-3) = 0$$\n\n因此，解为：\n- $x = 2$\n- $x = 3$\n~~~\n\n~~~[proof]\n**验证：** 代入 $x=2$：$(2)^2 - 5(2) + 6 = 4 - 10 + 6 = 0$ ✓\n~~~\n```\n\n### 增强的图片和视频\n\n```markdown\n![Logo](https://example.com/logo.svg \"公司 Logo =300x100\")\n\n![截图](./images/demo.png \"演示截图 =800x600\")\n```\n\n### 自动编号脚注\n\n```markdown\n黎曼猜想[^riemann]是最重要的未解决问题之一。\n\n另一个著名猜想是孪生素数猜想[^twin]。\n\n[^riemann]: 由伯恩哈德·黎曼于 1859 年提出。\n[^twin]: 指出存在无穷多对孪生素数。\n```\n\n## 🔧 API 参考\n\n### 许可证管理（仅 Node.js）\n\n#### `configureLicense(config: LicenseConfig)`\n\n为 Node.js 环境中的商业使用配置许可证。必须在使用渲染函数之前调用。\n\n**参数：**\n```typescript\ninterface LicenseConfig {\n  apiKey: string  // 你的许可证密钥（格式：MMARKED-XXXX-XXXX-XXXX-XXXX）\n}\n```\n\n**示例：**\n```typescript\n// 最简配置（推荐）\nconfigureLicense({\n  apiKey: 'MMARKED-XXXX-XXXX-XXXX-XXXX'\n})\n```\n\n### 核心函数\n\n#### `renderMarkdown(markdown: string, options?: { locale?: Locale })`\n\n将 Markdown 渲染为 HTML，支持所有功能。\n\n**许可证：** Node.js 商业使用需要有效许可证。浏览器免费使用。\n\n**参数：**\n- `markdown`：Markdown 源字符串\n- `options.locale`：`'zh'`（默认）或 `'en'` —— 控制定理类块、证明/解答块、脚注标题的内置标签语言\n\n**返回值：**\n```typescript\n{\n  parsed: string,  // HTML 输出\n  lexed: Token[],  // Marked.js 令牌\n  time: number     // 渲染时间（毫秒）\n}\n```\n\n**Locale 对照表：**\n\n| 关键字 | `zh`（默认） | `en` |\n|--------|-------------|------|\n| `theorem` | 定理 | Theorem |\n| `lemma` | 引理 | Lemma |\n| `corollary` | 推论 | Corollary |\n| `axiom` | 公理 | Axiom |\n| `definition` | 定义 | Definition |\n| `example` | 例 | Example |\n| `proof` | 证明 | Proof |\n| `solution` | 解答 | Solution |\n| 脚注标题 | 脚注 | Footnotes |\n\n**示例：**\n```typescript\nconst { parsed, time } = renderMarkdown('# 你好 $x^2$')\nconsole.log(`渲染耗时 ${time}ms`)\n\n// 英文 locale\nconst { parsed: enHtml } = renderMarkdown(md, { locale: 'en' })\n```\n\n#### `renderMarkdownCompact(markdown: string)`\n\n渲染 Markdown 但不包裹 `<p>` 标签，适合行内内容。\n\n**许可证：** Node.js 商业使用需要有效许可证。浏览器免费使用。\n\n**返回值：** 与 `renderMarkdown()` 相同的结构\n\n**使用场景：** 渲染单行内容，不需要块级元素。\n\n```typescript\nconst { parsed } = renderMarkdownCompact('**粗体** 和 $x^2$ 行内')\n// 输出: <strong>粗体</strong> 和 <svg>...</svg> 行内\n```\n\n#### `tex2svg(html: string, options?: Tex2SvgOptions): string`\n\n将 HTML 中的 LaTeX 表达式转换为 SVG。\n\n**参数：**\n- `html`: 包含 LaTeX 表达式的 HTML 字符串（`$...$` 表示行内，`$$...$$` 表示块）\n- `options` *（可选）*：无障碍访问与 SEO 选项\n  - `title?: boolean` — 在每个 SVG 内部注入 `<title>` 元素，内容为原始 TeX 源码（提升 SEO 可读性）\n  - `aria?: boolean` — 在每个 SVG 元素上添加 `aria-label` 属性，内容为原始 TeX 源码（改善屏幕阅读器体验）\n\n**返回值：** LaTeX 转换为 SVG 图形后的 HTML\n\n**示例：**\n```typescript\nconst html = '<p>爱因斯坦：$E=mc^2$</p>'\n\n// 基础用法\nconst withSvg = tex2svg(html)\n\n// 启用 SEO 和无障碍支持\nconst withA11y = tex2svg(html, { title: true, aria: true })\n// SVG 输出：<svg aria-label=\"$E=mc^2$\" ...><title>$E=mc^2$</title>...</svg>\n```\n\n### ⚠️ 安全警告\n\n**始终使用 [DOMPurify](https://github.com/cure53/DOMPurify) 清理 HTML 输出**，然后再插入到 DOM 中：\n\n```typescript\nimport DOMPurify from 'dompurify'\nimport { renderMarkdown } from '@mathcrowd/mmarked'\n\n// 安全渲染用户输入\nconst userMarkdown = getUserInput()\nconst { parsed } = renderMarkdown(userMarkdown)\nconst safeHtml = DOMPurify.sanitize(parsed)\n\ndocument.getElementById('content').innerHTML = safeHtml\n```\n\n## 🔌 编辑器集成\n\n通过官方集成增强编辑体验：\n\n- **[VSCode 扩展](https://marketplace.visualstudio.com/items?itemName=MCLab.mmarked)** - 实时预览，支持主题\n- **[Logseq 插件](https://github.com/mathedu4all/mmarked-logseq-extension)** - 无缝集成笔记应用\n\n## 📖 文档与资源\n\n- 🏠 **[产品主页](https://lab.mathcrowd.cn/products/mmarked)** - 官方产品页面\n- 📘 **[完整文档](https://lab.mathcrowd.cn/docs/mmarked)** - 完整语法指南\n- 🎮 **[在线演示](https://mathedu4all.github.io/mmarked/)** - 在浏览器中实时体验，内置快速参考\n\n## 🏗️ 技术栈\n\n- **[marked.js](https://marked.js.org/)** - 快速 Markdown 解析器\n- **[MathJax](https://www.mathjax.org/)** - 精美数学渲染\n- **[highlight.js](https://highlightjs.org/)** - 语法高亮\n\n## 🏢 关于橘子数学\n\n**橘子数学（Mathcrowd）** 致力于通过创新技术革新中国的数学教育。我们由经验丰富的开发者和数学教育工作者创立，正在构建工具和社区，让数学学习更易获取、更有吸引力。\n\n- 🌐 **Mathcrowd Labs:** [lab.mathcrowd.cn](https://lab.mathcrowd.cn)\n- 💬 **加入 Discord：** [discord.gg/6VMUVA5Yq2](https://discord.gg/6VMUVA5Yq2)\n\n## 📄 许可证\n\n采用 [CC BY-NC 4.0](./LICENSE.md) 许可 - 非商业用途免费。\n\n商业许可请联系：**charles@mathcrowd.cn**\n\n## 💬 支持\n\n- 🐛 **错误报告：** [GitHub Issues](https://github.com/mathedu4all/mmarked/issues)\n\n---\n\n<div align=\"center\">\n\n由 [橘子数学](https://mathcrowd.cn) 团队用 ❤️ 打造\n\n</div>\n","readmeFilename":"README.zh.md"}