ChAoS (@chaosunity_) 's Twitter Profile
ChAoS

@chaosunity_

A certain people who wants to prove something.

GitHub: github.com/ChAoSUnItY

ID: 828427228341940225

calendar_today06-02-2017 02:16:57

415 Tweet

77 Takipçi

297 Takip Edilen

ChAoS (@chaosunity_) 's Twitter Profile Photo

第一次遇到 malloc 空間不夠的 trie 在插入完之後不是先發生 segmentation fault 而是要釋出 trie 時發生 invalid pointer 🫠

DiscussingFilm (@discussingfilm) 's Twitter Profile Photo

The main theme from ‘MINECRAFT’ has been added to the Library of Congress’ National Recording Registry for its cultural, historical and aesthetic importance.

TVアニメ『ジョジョの奇妙な冒険』公式 (@anime_jojo) 's Twitter Profile Photo

☆•♢━━━━━━━━━━━━━━━━━━━━ 『スティール・ボール・ラン ジョジョの奇妙な冒険』  イメージビジュアル解禁!! ━━━━━━━━━━━━━━━━━━━━♢•☆ Steel Ball Run JoJo’s Bizarre Adventure Teaser Visual Revealed!! jojo-portal-anime.com/sbr/ #jojo_anime

☆•♢━━━━━━━━━━━━━━━━━━━━

『スティール・ボール・ラン ジョジョの奇妙な冒険』
 イメージビジュアル解禁!!

━━━━━━━━━━━━━━━━━━━━♢•☆

Steel Ball Run JoJo’s Bizarre Adventure
Teaser Visual Revealed!!

jojo-portal-anime.com/sbr/
#jojo_anime
Luis von Ahn (@luisvonahn) 's Twitter Profile Photo

Big news: the next subject Duolingo will teach is… chess ♟️ Strategy, logic, and a little bit of trash talk—coming soon to your app.

Big news: the next subject <a href="/duolingo/">Duolingo</a> will teach is… chess ♟️

Strategy, logic, and a little bit of trash talk—coming soon to your app.
ChAoS (@chaosunity_) 's Twitter Profile Photo

經過一個暑假的嘗試: 利用 Inductive type 的方式定義 N-Bit Binary,可以對 bitwise operations / addition 等操作相關的 equality theorem 進行證明,但當對於 inequality theorem 來說, Inductive type 看起來還是無法有效地去證明 ( 看來得要嘗試用 BitVec 去證明看看了

ChAoS (@chaosunity_) 's Twitter Profile Photo

Initial rework preview of shecc's frontend unit... Though I had to rewrite the whole frontend and adds a preprocessor unit to fully resolve the issues we've seen in shecc.

Initial rework preview of shecc's frontend unit...

Though I had to rewrite the whole frontend and adds a preprocessor unit to fully resolve the issues we've seen in shecc.
ChAoS (@chaosunity_) 's Twitter Profile Photo

Imagine proving this in a reasoning chain in Agda : ) Even Gemini 3 suggests me not to do this as it's extremely difficult, but yet I decided to make concession and use rewrite instead of expand the whole expression again and again.

Imagine proving this in a reasoning chain in Agda : )

Even Gemini 3 suggests me not to do this as it's extremely difficult, but yet I decided to make concession and use rewrite instead of expand the whole expression again and again.
Zuhaitz (@zuhaitz_dev) 's Twitter Profile Photo

After seeing the incredible interest in Zen C from China and other regions, we have expanded our documentation! 鉴于来自中国及全球社区的热情关注,我们现已增加 简体中文 与 繁體中文 文档。感谢大家的支持! Tras ver el interés global, también hemos añadido la documentación en

After seeing the incredible interest in Zen C from China and other regions, we have expanded our documentation!

鉴于来自中国及全球社区的热情关注,我们现已增加 简体中文 与 繁體中文 文档。感谢大家的支持!

Tras ver el interés global, también hemos añadido la documentación en