Lie Algebra

In this article, I will introduce Lie algebra, which essentially is related to the Poisson brackets we studied before. Definition Lie AlgebraFor a vector space #mjx-f7e6eb3{ ...

maths

From the θ-Scheme to the Stokes Saddle-Point System

Why a matrix formulation in the first place We want to solve the instationary Stokes equations, but a PDE that carries a time derivative cannot be handed to a stationary linear solver directly. The...

Computational Fluid Dynamics

Poisson Brackets

The whole of mechanics can be summarized in a single bracket. — paraphrasing the spirit of Hamilton and Jacobi. In classical mechanics every observable lives on the phase space, the space of state...

classical mechanics

Intuitions and Speculations on Variational Formulation

Solving a Linear System We begin with a deceptively simple question that every undergraduate student encounters in their first linear algebra course: solving the linear system #m...

maths

Tao's Real Analysis - Peano Axiom

Kindergarten-level Maths.

maths

Quantum Dissipative System

About the Modelling of Open Systems

quantum mechanics

Properties of Arnoldi process for skew symmetric matrices

Lagerhaus

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NODE Übungsmenü

Lagerhaus

maths

IVP Sensitivity Matrices: Properties

Lagerhaus

maths

SFINAE 的发展史

不归路。

programming