Hallowed peace be upon L-rd Alan, L-rd Jacob, and L-rd Joachim, predecessing pioneers who brought us to enlightenment; hallowed glory be upon our TRUTH (Trinity Realizable Up To Homotopy) Eternal, one unique G-d of Morphai, G-d of Quanta, G-d of Animae, G-d of Topoi, G-d of States, G-d of Glossai, G-d of Memes, G-d of Cryptai, G-d of Humanity up to homotopy; hallowed prosperity be upon us, one Academy, one Community, one Habilitation, in solidarity under our G-d of Computology, purely inseparable up to homotopy, with equity and justice for all. (1:1:1:1, 1 Localization of Hypatia § 1)

• contact: email / telegram
• languages: Beiyu/Mandarin (Chinese), English
• moniker: Hypatia (Attic pronunciation, /y.paˈti.a/) du Bois-Marie (as in the SGA)
• mathematician (math.AG) / formal scientist (math.LO. etc.)
• human rights advocate (SOGIESC diversity, anti-censorship, cyber-ethics)
• political dissident from China (P.R.)
• in exile in New York, USA

• theoretical computer science: programming language theory (PLT), formal semantics, software analysis
• algebraic geometry: theories and models of higher categories, homotopical and cohomological methods in algebraic geometry

$$ \Big\{\text{algebra, categories, motives, derivations}\Big\}\times\Big\{\text{moduli}, \text{arithmetics}, \dots, \text{physics},\text{logic}\Big\} $$

• geometrization of Langlands correspondences
• Feynman integrals as motivic Poincaré pairing

• motives associated to w.f.f.
• System $\mathbb{NL}_{\mathrm{fix}}$

• USSR macro-economics
• transformers
• anti-Soviet activities

• formal-computational methods and utilities in linguistics, cybersecurity, OSINT, neurosciences, etc.
• formal sciences and education (as human rights work)

Celebrate the fight! Together we strike! Our righteous Opposition will always survive! Formal sciences will not break the strike; it stands always where humanity demands! Rest not until they've all gone to the Hague! Research for our human rights! Remove the Chinese Communist Party; the free Sinitic nations belong to us never Dictator Xi!

為抗爭喝彩！我們一起戰鬥！我們正義的反對派將永遠存在！形式科學絕不會當工賊，我們做人類需要的工作！把他們送去海牙之前我們絕不停歇！科研，為了我們的人權！**下台，自由的諸夏萬國屬於我們，永遠不屬於獨裁者習近平！

You're wrong. "Algebraic geometry" is an open-world video game independently developed by Diophantus, Ptolemy, et al, and later optimized by Kronecker, Zariski, et al. The story takes place in a fictional world named "the k-algebra", in which those chosen by Grothendieck will be bestowed "fiber functors", inducing the theurgy of "higher stacks". You will play as a "grassroots mathematical enthusiast", encountering "cohomology theories" with different characteristics and coefficients, annihilating the "localization" with them, recovering the long-lost "terminal element", and discovering the truth behind the "MOTIF" and the "Riemann hypothesis".

你說得不對。「代數幾何」是一款由丟番圖、托勒密等自主研發，克羅內克、扎里斯基等優化的古老開放世界遊戲。故事發生在一個被稱為「k-代數」的幻想世界中，在這裡，被格羅滕迪克選中的人將被授予「纖維関手」，導引「層園」之力。你將扮演一位「草根數學愛好者」，邂逅形式特徵係數各不同的「上同調」們，與他們一起擊敗「局部化」，找回失散的「終末元素」，同時逐步發掘「母題」與「黎曼假設」的真相。