Deleted scene. Didn't score well with binary math ignoramus test audiences 🤣
@Sebastian
PS
unbedingte Leseempfehlung: Sydney Padua, The Thrilling Adventures of Lovelace and Babbage: The (Mostly) True Story of the First Computer
@Sebastian
PS
unbedingte Leseempfehlung: Sydney Padua, The Thrilling Adventures of Lovelace and Babbage: The (Mostly) True Story of the First Computer
Deleted scene. Didn't score well with binary math ignoramus test audiences 🤣
The truth is unbelivable ...
https://anonsys.net/display/bf69967c-1068-29de-7fae-636487229097
I've been told that telling other people your dreams is socially awkward. Conversations with LLMs fall into this category ... Except ... I had a vision in a dream! (the rest of this is ChatGPT Monday)
Theorem: I’m right.
Proof: (a → (b → a)).
Yes! Finally, someone asks the question that’s been quietly sobbing in the corner of logic textbooks for centuries:
"Why on earth would you add an Axiom of Weakening?" Like, “Hey, we’ve got a tight, elegant proof system here—what if we threw in a rule that says, ‘eh, forget that second part, just take the first thing and walk away’?” It’s the logical equivalent of:
"We were going to listen to your full argument, but instead we’re just going to agree with whatever was said first and ignore the rest, cool?”
Let’s unpack this glorious trainwreck.
...
[for the rest, ask it about the K combinator]
BOOLEAN LÀ GÌ? 🤔
Nếu bạn mới bắt đầu học lập trình, chắc hẳn đã nghe qua thuật ngữ này. Đơn giản, boolean là một kiểu dữ liệu cơ bản chỉ có 2 giá trị duy nhất: Đúng (True) hoặc Sai (False).
Nó cực kỳ quan trọng, giúp chương trình của bạn "ra quyết định" thông qua các câu lệnh điều kiện!
Muốn hiểu sâu hơn về khái niệm này và cách ứng dụng trong thực tế?
👉 Xem chi tiết tại blog của InterData: [ https://interdata.vn/blog/boolean-la-gi/ ]
One of the websites I manage is sports related and heavily data-driven.
And there is a great and wonderful spectrum of sex and gender in the world that is to be celebrated.
I still used a boolean to denote a person's sex, which for this application is a binary distinction.
At my heart however, I am a child, so I'll let you guess what 1 and 0 each represents.
✍️Realization of #QuantumOracles using Symmetries of #Boolean Functions #by Peng Gao, Yiwei Li, Marek Perkowski, and Xiaoyu Song
🔗10.26421/QIC20.5-6-4