HackerHouse Taiwan
Bring Software Engineers together to co-work in Taiwan. A passion project by @thorwebdev
Crafting Raft in Elixir: A view of distributed systems through the Elixir Lens
Distributed systems has historically been rife with concepts that are hard grok. Even so, most concepts come from common social systems like leadership consensus and decision making processes. In this talk, we’ll explore the popular distribution consensus protocol Raft, through the lens of Elixir, which offers a powerful concurrency model for scalable distributed systems.
Assets
Divya 
Get to know the local developer community in Kaohsiung
Weiting Dai is the organiser of GDG Kaohsiung and us joining us to share about the local developer community.
Weiting Dai
The different ways we understand and use rotations
This talk covers how our understanding of rotations has matured from simple rotation matrices to Lie algebras. Topics covered include 2D and 3D rotation matrices, complex numbers, quaternions, Clifford algebras and Lie algebras.
It also gives quick examples of how some of these methods are being used in scientific computing and machine learning.
Vinay SisodiaHackerHouse Taiwan
Bring Software Engineers together to co-work in Taiwan. A passion project by @thorwebdev
Crafting Raft in Elixir: A view of distributed systems through the Elixir Lens
Distributed systems has historically been rife with concepts that are hard grok. Even so, most concepts come from common social systems like leadership consensus and decision making processes. In this talk, we’ll explore the popular distribution consensus protocol Raft, through the lens of Elixir, which offers a powerful concurrency model for scalable distributed systems.
Assets
Divya Get to know the local developer community in Kaohsiung
Weiting Dai is the organiser of GDG Kaohsiung and us joining us to share about the local developer community.
Weiting DaiThe different ways we understand and use rotations
This talk covers how our understanding of rotations has matured from simple rotation matrices to Lie algebras. Topics covered include 2D and 3D rotation matrices, complex numbers, quaternions, Clifford algebras and Lie algebras.
It also gives quick examples of how some of these methods are being used in scientific computing and machine learning.
Vinay SisodiaGet in touch!
hi@guild.host