\ie\cf
\newcommand{\eqdef}{\mathbin{\stackrel{\rm def}{=}}}
\newcommand{\R} % real numbers
\newcommand{\N}} % natural numbers
\newcommand{\Z} % integers
\newcommand{\F} % a field
\newcommand{\Q} % the rationals
\newcommand{\C}{\mathbb{C}} % the complexes
\newcommand{\poly}}
\newcommand{\polylog}}
\newcommand{\loglog}}}
\newcommand{\zo}{\{0,1\}}
\newcommand{\suchthat}
\newcommand{\pr}[1]{\Pr\left[#1\right]}
\newcommand{\deffont}{\em}
\newcommand{\getsr}{\mathbin{\stackrel{\mbox{\tiny R}}{\gets}}}
\newcommand{\Exp}{\mathop{\mathrm E}\displaylimits} % expectation
\newcommand{\Var}{\mathop{\mathrm Var}\displaylimits} % variance
\newcommand{\xor}{\oplus}
\newcommand{\GF}{\mathrm{GF}}
\newcommand{\eps}{\varepsilon}
\notag
\no
Resources
Here are some resources that are helpful for my learning (in the early days), maybe they will be useful for you too!
Blogs
Books
Intro to TCS
Advanced topics in TCS
Math (with a focus on algebra)
Physics
Courses
Randomized
Approximation
LP/SDP
- MIT - by Junho Peter Whang.