【超関数】∞ を値にとる関数を微分するとどうなるの？

ずんだもんが微分の概念を拡張します。 【BGM】 shuffle shuffle 魔法使いと振り子時計 ほのぼのワルツ【リコーダー】(https://commons.nicovideo.jp/) 【お借りしている素材】 VOICEVOX:ずんだもん (立ち絵:坂本アヒル様) VOICEVOX:四国めたん (立ち絵:坂本アヒル様) 効果音ラボ pixabay #数学 #ずんだもん解説

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The Greatest Unsolved Problem In Mathematics
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The Greatest Unsolved Problem In Mathematics

【演算子法】この数式に意味を持たせる方法
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【演算子法】この数式に意味を持たせる方法

real numbers that cannot be written without i
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real numbers that cannot be written without i

超関数論への誘い　15分でわかる超関数の考え方
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超関数論への誘い　15分でわかる超関数の考え方

階乗の ! ではなく ? を紹介
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階乗の ! ではなく ? を紹介

【微分Lv99】「微分」そのものが「微分」される世界
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【微分Lv99】「微分」そのものが「微分」される世界

【階乗】誰もが疑問に思うあの謎の式の意味【ガンマ関数】
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【階乗】誰もが疑問に思うあの謎の式の意味【ガンマ関数】

[University Mathematics] What is the delta function? [Analysis]
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[University Mathematics] What is the delta function? [Analysis]

The most beautiful formula not enough people understand
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The most beautiful formula not enough people understand

A company employee who appeared like a comet achieved 5 trillion digits of pi, a festive achievem...
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A company employee who appeared like a comet achieved 5 trillion digits of pi, a festive achievem...

[Eng Sub] Something Like Differentiation | Half Derivative
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[Eng Sub] Something Like Differentiation | Half Derivative

What is the Central Limit Theorem? [When normal distribution appears: Probability]
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What is the Central Limit Theorem? [When normal distribution appears: Probability]

The Most Controversial Idea In Math
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The Most Controversial Idea In Math

dx, dy とは結局何なのか？
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dx, dy とは結局何なのか？

The Number Hidden Between Two Infinities
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The Number Hidden Between Two Infinities

[Eng Sub] What is e to the Power of d/dx? | Shift Operator
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[Eng Sub] What is e to the Power of d/dx? | Shift Operator

【無限桁】２乗すると元に戻る数
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【無限桁】２乗すると元に戻る数

[Eng Sub] Formal Derivative: Differentiating Something That Diverges to Infinity
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[Eng Sub] Formal Derivative: Differentiating Something That Diverges to Infinity

三角関数の本質とは？人類の無謀な挑戦を達成させた偉大なツール
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三角関数の本質とは？人類の無謀な挑戦を達成させた偉大なツール

[Eng Sub] Finite Differences: Discrete Derivatives
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[Eng Sub] Finite Differences: Discrete Derivatives