$$ \newcommand\Tr{\mathrm{Tr}} \newcommand{\braket}[2]{\langle #1 \mid #2 \rangle} \newcommand\I{\mathbb{I}} \newcommand{\avg}[1]{\left< #1 \right>} \newcommand{\RD}{D} \newcommand{\ri}{\mathrm{i}} \DeclareMathOperator{\sign}{sign} \DeclareMathOperator{\Sign}{Sign} \newcommand{\ii}{\mathrm i} \newcommand{\vv}{\mathrm v} \newcommand{\ff}{\mathrm f} \newcommand{\mm}{\mathrm m} \newcommand{\ee}{\mathrm e} \newcommand{\xx}{\mathrm x} \newcommand{\RR}{\mathrm R} \newcommand{\dd}{\mathrm d} \newcommand{\FF}{\mathrm F} \newcommand{\BB}{\mathrm B} \newcommand{\vph}{v_{\mathrm{ph}}} $$

Neutrino Flavor Oscillations in Dense Media

Neutrino flavor conversions in dense media play important roles in the physical and chemical evolutions of many dense environments.

Read the Book

Source: v0.1.2 on GitHub

A Free eBook

A free ebook on neutrino flavor conversions in dense media.


Notes on neutrinos with detailed derivations. This set of notes covers a lot of topics about neutrinos.

More Tools

Many other tools related to neutrinos, e.g., interactive visualizations, can be accessed from neutrino.xyz.

Open Source

Everything on this website is open source.

Source on GitHub