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CCU MOOCs
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Добавлен 19 окт 2015
中正大學數位課程
Видео
2.4-The Plotting Tool of Bloch Sphere
Просмотров 18111 месяцев назад
Introduction to Quantum Computing and Programming (量子計算及程式設計入門) Van-Linh Nguyen (阮文齡), PhD #量子基礎線性代數 Fundamental Quantum Linear Algebra #量子基礎應用數學 Fundamental Quantum Applied Mathematics #Python程式設計 Python Programming #量子計算入門 Introduction to Quantum Computation #量子資訊入門 Introduction to Quantum Information #量子電腦程式設計 Quantum Computer Programming #量子機器學習 Quantum Machine Learning
2.3-Equivalent Class on Bloch Sphere
Просмотров 8211 месяцев назад
Introduction to Quantum Computing and Programming (量子計算及程式設計入門) Van-Linh Nguyen (阮文齡), PhD #量子基礎線性代數 Fundamental Quantum Linear Algebra #量子基礎應用數學 Fundamental Quantum Applied Mathematics #Python程式設計 Python Programming #量子計算入門 Introduction to Quantum Computation #量子資訊入門 Introduction to Quantum Information #量子電腦程式設計 Quantum Computer Programming #量子機器學習 Quantum Machine Learning
2.2-Common Mapping Points
Просмотров 7211 месяцев назад
Introduction to Quantum Computing and Programming (量子計算及程式設計入門) Van-Linh Nguyen (阮文齡), PhD #量子基礎線性代數 Fundamental Quantum Linear Algebra #量子基礎應用數學 Fundamental Quantum Applied Mathematics #Python程式設計 Python Programming #量子計算入門 Introduction to Quantum Computation #量子資訊入門 Introduction to Quantum Information #量子電腦程式設計 Quantum Computer Programming #量子機器學習 Quantum Machine Learning
2.1-The Definition of Bloch Sphere
Просмотров 10011 месяцев назад
Introduction to Quantum Computing and Programming (量子計算及程式設計入門) Van-Linh Nguyen (阮文齡), PhD #量子基礎線性代數 Fundamental Quantum Linear Algebra #量子基礎應用數學 Fundamental Quantum Applied Mathematics #Python程式設計 Python Programming #量子計算入門 Introduction to Quantum Computation #量子資訊入門 Introduction to Quantum Information #量子電腦程式設計 Quantum Computer Programming #量子機器學習 Quantum Machine Learning
1.4-Canonical State
Просмотров 9111 месяцев назад
Introduction to Quantum Computing and Programming (量子計算及程式設計入門) Van-Linh Nguyen (阮文齡), PhD #量子基礎線性代數 Fundamental Quantum Linear Algebra #量子基礎應用數學 Fundamental Quantum Applied Mathematics #Python程式設計 Python Programming #量子計算入門 Introduction to Quantum Computation #量子資訊入門 Introduction to Quantum Information #量子電腦程式設計 Quantum Computer Programming #量子機器學習 Quantum Machine Learning
1.2-Euler’s Formula
Просмотров 8311 месяцев назад
Introduction to Quantum Computing and Programming (量子計算及程式設計入門) Van-Linh Nguyen (阮文齡), PhD #量子基礎線性代數 Fundamental Quantum Linear Algebra #量子基礎應用數學 Fundamental Quantum Applied Mathematics #Python程式設計 Python Programming #量子計算入門 Introduction to Quantum Computation #量子資訊入門 Introduction to Quantum Information #量子電腦程式設計 Quantum Computer Programming #量子機器學習 Quantum Machine Learning
1.1.2-Basic Complex Vector Computing
Просмотров 8311 месяцев назад
Introduction to Quantum Computing and Programming (量子計算及程式設計入門) Van-Linh Nguyen (阮文齡), PhD #量子基礎線性代數 Fundamental Quantum Linear Algebra #量子基礎應用數學 Fundamental Quantum Applied Mathematics #Python程式設計 Python Programming #量子計算入門 Introduction to Quantum Computation #量子資訊入門 Introduction to Quantum Information #量子電腦程式設計 Quantum Computer Programming #量子機器學習 Quantum Machine Learning
1.1.1-Basic Complex Vector Computing
Просмотров 28411 месяцев назад
Introduction to Quantum Computing and Programming (量子計算及程式設計入門) Van-Linh Nguyen (阮文齡), PhD #量子基礎線性代數 Fundamental Quantum Linear Algebra #量子基礎應用數學 Fundamental Quantum Applied Mathematics #Python程式設計 Python Programming #量子計算入門 Introduction to Quantum Computation #量子資訊入門 Introduction to Quantum Information #量子電腦程式設計 Quantum Computer Programming #量子機器學習 Quantum Machine Learning
1.5-Python雲端應用環境
Просмотров 250Год назад
線上課程現正開課中,歡迎選修: ・註冊帳號:reurl.cc/oZzakQ ・選課:量子基礎線性代數 reurl.cc/LMYvpa ・選課:量子基礎應用數學 reurl.cc/zN02Ze ・選課:Python程式設計 reurl.cc/0XLVpk 量子電腦入門系列課程共有6門課程,11月先開設三門課程,歡迎三課一起選修!
受教了
感恩!
解說精闢
好瓊瑤.......
anks
感恩
請問教授:影片1:43的邊際成本曲線為何不是U字形呢?比較像是總成本曲線
我想學
有授課嗎?
外圓內方
老師好 有在授課嗎?
我知道哪个老师在授课。
很精彩,感謝!
老師好 我住台中 ,如何去您那邊上課?
棒棒,簡單清楚
兩位都很棒,感謝兩位
啟蒙
因為興趣剛好來看一下
四大名師會於此
超愛這個老師 真的是從學生角度出發在教學 老師救了我兩次meeting 的報告
这一集的ke-an老师归类为不幸的被动语态,这很难理解,我到觉得应该把它归类我抽象名词比较好😊
在何種狀況下要使用互卦,再產生新卦象
是用哪一本書
簡單
知道
超棒的!謝謝老師!!
老師我想請問一下變卦是一定會有機會的,其餘2種是不是用三個銅板的卜卦方式比較來得有機會需要這樣變動,如果用筞的話直接加添地數去相減,所得到的數字就是整個卦象的重點是嗎?
讲得太好了!没有一句废话,这个老师超棒❤感谢
老师好,请问您现在有线下课吗?或者线上课?
supp(A) = {x ∈ U | μA(x) > 0} 這是 support 的一般數學定義。它表示: A 的 support 是宇集合 U 中所有元素 x 的集合 其中這些 x 使得隸屬函數 μA(x) 的值大於 0 這是一個抽象的、通用的定義,適用於任何模糊集合。 supp(A) = (a, b) 這是一個具體的例子,特別適用於連續的模糊集合: (a, b) 表示一個開區間,從 a 到 b(不包括 a 和 b) 這意味著 A 的 support 是一個連續的區間 在這個區間內的所有 x 值,其隸屬度 μA(x) 都大於 0 兩者的關係: 第一個表達式是一般定義 第二個表達式是這個定義在特定情況下的一個結果 例如,如果我們有一個三角形模糊集合,其隸屬函數在 a 和 b 之間為正,在這個區間之外為 0,那麼它的 support 就可以表示為 (a, b)。
1/10 是啥意思?
好了啦,貪污仔
这是最后一课吗?
謝謝上傳❤❤❤
謝謝製作及上傳❤❤❤
6:33 8:07 乘 承 (下對⬆️)比 應 正 中
4:13
3:41 朱熹 八卦歌
你好👋请问这卵巢是没有方法来增加吗?
現代結婚率暴跌的原因 雙方都暈的概率低到爆炸 男性女性列的條件都在講幹話 只有一方是願意被愛而不需愛人 才有結婚的機會
10:42很有幫助,感謝
不會
放兩倍速來看,根本沒感受到恐怖氛圍就結束了😂
不能複製圖片了... (PNG 駭客檔)
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