We are a spin out from UK-based deep-tech startup builder Zaiku Group made of a specialist multidisciplinary team (largely stealth to avoid poaching) with background in; quantitative financial analysis, distributed algorithms, software engineering, artificial intelligence, theoretical physics and pure mathematics. We envision a world powered by advanced AI systems gifted with the ability to reason like mathematicians in abstract and general terms.

Our brand name originates from abstract mathematical objects called Kähler manifolds that inspired the foundations of our mathematical models. In fact, the genesis of the company started initially as an internal applied research project on Quantum Deep Learning and Kähler Geometry at Zaiku Group back in 2017. Our core dev team members are also the co - creators of the open source driven project Nanosai, aimed at revolutionising the way advanced distributed systems are built and deployed.

Mathematics knows no races or geographic boundaries; for mathematics, the cultural world is one country.- David Hilbert

Hom [ G ] Mod ( F , A ) = [ Hom [ G ] Mod ( F 0 , A ) d 0 Hom [ G ] Mod ( F 1 , A ) d 1 Hom [ G ] Mod ( F 2 , A ) d 2 ] Hom_{\mathbb{Z}[G]Mod}(F_\bullet, A) = \left[ Hom_{\mathbb{Z}[G]Mod}(F_0, A) \stackrel{d^0}{\longrightarrow} Hom_{\mathbb{Z}[G]Mod}(F_1,A) \stackrel{d^1}{\longrightarrow} Hom_{\mathbb{Z}[G]Mod}(F_2,A) \stackrel{d^2}{\longrightarrow} \cdots \right]