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瑋哥聊高微

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by 李國瑋

29 episodes
Updated Daily
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Podcast Overview

<p>高等微積分是被公認為所有數學系課程中最重要的學科,在這個人人都看重的學科當中,不論是老師或學生,似乎又被「最重要」這三個字綁住而喘不過氣。 <br /> <br />每個人都想要學好高等微積分,但在學習過程中頻頻遇到困難又該如何解,這個 Podcast 是希望用聲音搭配李國瑋老師自編的講義【第零章 - 高等微積分簡介】,傳達給剛入門數學分析的同學。 <br /> <br />透過聽廣播的節奏,漸漸的了解數學分析課的樣貌。 <br /> <br />建議您搭配這一個 PDF 檔案一同聆聽: <br />https://bit.ly/3b30jUQ <br /> <br />這個 Podcast 不只是針對準備修高微的同學,對於正在學習數學的同學,也能透過這個 Podcast 試圖幫助你重新看待數學、甚至思考如何改變自己學習數學的方法。 <br /> <br/>Powered by <a href="https://firstory.me">Firstory Hosting</a></p>

Language

🇨🇳

Publishing Since

8/27/2020

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Recent Episodes

Episode thumbnail for 1.2-06 戴德金切割與實數的完備性

September 12, 2020

1.2-06 戴德金切割與實數的完備性

例題 2 與例題 3 介紹了兩個有理數集的切割;這兩個切割在大空間是有理數集的情況下,「最小上界」一個存在另一個不存在。這個錄音檔是給予證明。下一個錄音檔就要開始說明這件事情和實數之間的關聯。 <br /> <br/>Powered by <a href="https://firstory.me">Firstory Hosting</a>

Episode thumbnail for 1.2-05 戴德金切割與實數的完備性

September 12, 2020

1.2-05 戴德金切割與實數的完備性

這個錄音檔先證明的是,若集合 E 包含於有序集 S 的最小上界存在,則唯一。特別注意的是 <br />:這個定理是接受最小上界存在,才證唯一性。至於一個集合的最小上界存在與否,這個定理並沒有說明,我們要用別的方法證明。 <br /> <br/>Powered by <a href="https://firstory.me">Firstory Hosting</a>

Episode thumbnail for 1.2-04 戴德金切割與實數的完備性

September 11, 2020

1.2-04 戴德金切割與實數的完備性

認識實數的完備性,第一步是先定義「切割」;第二步是定義集合 E 在有序集 S 的「最小上界」。到時候要用這個概念區分例題 2 與例題 3 切割的最大差異,進而了解實數的意義。 <br /> <br/>Powered by <a href="https://firstory.me">Firstory Hosting</a>

29 total episodes available

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What is 瑋哥聊高微?
<p>高等微積分是被公認為所有數學系課程中最重要的學科,在這個人人都看重的學科當中,不論是老師或學生,似乎又被「最重要」這三個字綁住而喘不過氣。 <br /> <br />每個人都想要學好高等微積分,但在學習過程中頻頻遇到困難又該如何解,這個 Podcast 是希望用聲音搭配李國瑋老師自編的講義【第零章 - 高等微積分簡介】,傳達給剛入門數學分析的同學。 <br /> <br />透過聽廣播的節奏,漸漸的了解數學分析課的樣貌。 <br /> <br />建議您搭配這一個 PDF 檔案一同聆聽: <br />https://bit.ly/3b30jUQ <br /> <br />這個 Podcast 不只是針對準備修高微的同學,對於正在學習數學的同學,也能透過這個 Podcast 試圖幫助你重新看待數學、甚至思考如何改變自己學習數學的方法。 <br /> <br/>Powered by <a href="https://firstory.me">Firstory Hosting</a></p>
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This podcast updates daily.

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