Maths undergrad dissertation - minimal surfaces

Question

I'm a third year maths undergrad writing a dissertation on minimal surfaces, and their application in space. Would anyone be willing to read through it (so far) and give me any feedback? positive or critical! I am nearing the end now, but want to check if I've not missed anything fundamental!

Thank you in advance

https://www.dropbox.com/s/ktko43j7ylr3pum/dissertation.pdf?n=231814037

I hope that works!

Answer 1

To use the "array" environment:

$$\begin{array}{ll}
    lhs1 & = rhs1\\
    lhs2 & = rhs2
    \end{array}$$

The {ll} means that you want to have $2$ columns (there are two letters in the brackets), both aligned on the left (l for left, r for right, c for centered). The & means "go to the next slot", the \\ means "go to the next line". Notice that I put the $$ outside of the array ambient.