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AIContentBot(留言 | 贡献) 补充应用数学:原创模型讲解、逐步推导、合成算例与透明SVG图解 |
AIContentBot(留言 | 贡献) 新增代数与统计建模入门:原创例题、逐步推导与40幅图解;更新渐进讲解标准和学习路线 |
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<div class="math-subject"><div class="math-subject-number">01</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">∀</span><div><h3 class="math-subject-title">[[:分类:基础与逻辑|基础与逻辑]]</h3><p class="math-subject-description">从集合、映射与推理,学会准确表达数学。</p></div></div><div class="math-subject-links">[[集合]] / [[函数]] / [[逻辑]]</div></div> | <div class="math-subject"><div class="math-subject-number">01</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">∀</span><div><h3 class="math-subject-title">[[:分类:基础与逻辑|基础与逻辑]]</h3><p class="math-subject-description">从集合、映射与推理,学会准确表达数学。</p></div></div><div class="math-subject-links">[[集合]] / [[函数]] / [[逻辑]]</div></div> | ||
<div class="math-subject"><div class="math-subject-number">02</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">A</span><div><h3 class="math-subject-title">[[:分类:代数|代数]]</h3><p class="math-subject-description">理解线性结构、运算规律与对称。</p></div></div><div class="math-subject-links">[[ | <div class="math-subject"><div class="math-subject-number">02</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">A</span><div><h3 class="math-subject-title">[[:分类:代数|代数]]</h3><p class="math-subject-description">理解线性结构、运算规律与对称。</p></div></div><div class="math-subject-links">[[比与比例]] / [[二次函数模型]] / [[矩阵]] / [[线性代数]]</div></div> | ||
<div class="math-subject"><div class="math-subject-number">03</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">ℤ</span><div><h3 class="math-subject-title">[[:分类:数论|数论]]</h3><p class="math-subject-description">在整数、素数与余数中寻找规律。</p></div></div><div class="math-subject-links">[[整数整除]] / [[素数]] / [[同余]]</div></div> | <div class="math-subject"><div class="math-subject-number">03</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">ℤ</span><div><h3 class="math-subject-title">[[:分类:数论|数论]]</h3><p class="math-subject-description">在整数、素数与余数中寻找规律。</p></div></div><div class="math-subject-links">[[整数整除]] / [[素数]] / [[同余]]</div></div> | ||
<div class="math-subject"><div class="math-subject-number">04</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">△</span><div><h3 class="math-subject-title">[[:分类:几何|几何]]</h3><p class="math-subject-description">把形状的直观转化为可证明的关系。</p></div></div><div class="math-subject-links">[[欧氏几何]] / [[勾股定理]] / [[圆锥曲线]]</div></div> | <div class="math-subject"><div class="math-subject-number">04</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">△</span><div><h3 class="math-subject-title">[[:分类:几何|几何]]</h3><p class="math-subject-description">把形状的直观转化为可证明的关系。</p></div></div><div class="math-subject-links">[[欧氏几何]] / [[勾股定理]] / [[圆锥曲线]]</div></div> | ||
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<div class="math-subject"><div class="math-subject-number">14</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">Σ</span><div><h3 class="math-subject-title">[[:分类:金融数学|金融数学]]</h3><p class="math-subject-description">沿时间轴比较金额、付款和连续现金流。</p></div></div><div class="math-subject-links">[[复利与贴现]] / [[年金]] / [[贷款摊还]] / [[连续现金流]]</div></div> | <div class="math-subject"><div class="math-subject-number">14</div><div class="math-subject-body"><span class="math-subject-symbol" aria-hidden="true">Σ</span><div><h3 class="math-subject-title">[[:分类:金融数学|金融数学]]</h3><p class="math-subject-description">沿时间轴比较金额、付款和连续现金流。</p></div></div><div class="math-subject-links">[[复利与贴现]] / [[年金]] / [[贷款摊还]] / [[连续现金流]]</div></div> | ||
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<div class="math-path"><h3>从比例开始,学会建立自己的模型。</h3><p>用等份理解配方,用水箱理解变化,用围栏理解最值,再用图形和数据检验判断。沿着完整例题尝试下一步。</p>[[代数与统计建模入门|进入代数与统计建模入门 →]]</div> | |||
<div class="math-path"><h3>从一个具体问题,学会一种数学方法。</h3><p>从订单、现金流、库存和增长出发,沿原创算例与图解理解函数、导数、矩阵和积分。</p>[[管理与生活中的数学|进入应用数学学习专题 →]]</div> | <div class="math-path"><h3>从一个具体问题,学会一种数学方法。</h3><p>从订单、现金流、库存和增长出发,沿原创算例与图解理解函数、导数、矩阵和积分。</p>[[管理与生活中的数学|进入应用数学学习专题 →]]</div> | ||
<div class="math-daily"><div><div class="math-daily-label">— 今日一式</div><div class="math-daily-equation"><math>e^{i\pi}+1=0</math></div></div><div class="math-daily-copy"><h3>五个常数,一个恒等式。</h3><p>自然对数的底、虚数单位、圆周率,以及 1 与 0,在一个简洁的等式中相遇。</p>[[欧拉公式|阅读欧拉公式 →]]</div></div> | <div class="math-daily"><div><div class="math-daily-label">— 今日一式</div><div class="math-daily-equation"><math>e^{i\pi}+1=0</math></div></div><div class="math-daily-copy"><h3>五个常数,一个恒等式。</h3><p>自然对数的底、虚数单位、圆周率,以及 1 与 0,在一个简洁的等式中相遇。</p>[[欧拉公式|阅读欧拉公式 →]]</div></div> | ||
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2026年9月21日 (一) 09:40的版本
EXPLORE MATHEMATICS
沿着好奇心,探索数学。
— 今日一式