Super Curves

Understanding super curves is one part of a highly fascinating and active field of research on super spaces, with applications to super string theory and the search for a quantum field of gravity. In this report, we convert simple geometric questions into algebraic ones via elementary algebraic geometry, and we explore both geometric and analytic solutions. We then define a complex supermanifold, and pose a related question regarding super curves.

Miles Koumouris

The University of Melbourne

Miles Koumouris is a mathematics and statistics student at the University of Melbourne. His research interests include probability, geometry, and number theory. Miles enjoys tutoring, reading, and in his spare time, he likes to play the trumpet and to have a hit of tennis.

You may be interested in

Louisa Best

Louisa Best

Phonetic Spelling Correction Using Vector Space Models and Dimensionality Reduction
Sophie Giraudo

Sophie Giraudo

Statistical Analysis of Complex Proteomics Mass Spectrometry Data
Angus Stewart

Angus Stewart

Record Statistics of Non i.i.d Random Variables
Jaco van Tonder

Jaco van Tonder

Special Solutions to the Ricci Flow on 4-Dimensional Principal Bundles
Contact Us

We're not around right now. But you can send us an email and we'll get back to you, asap.

Not readable? Change text.