Is Topological Matter Worth Pursuing for a PhD?

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Discussion Overview

The discussion revolves around the relevance and potential of pursuing a PhD in the field of topological matter within physics. Participants explore its connection to experimental work and theoretical developments, particularly in condensed matter physics.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant expresses interest in topological matter and questions its experimental relevance beyond known applications like insulators and superconductors.
  • Another participant identifies symmetry protected topological phases and topologically ordered systems as significant topics in condensed matter physics.
  • A participant inquires about the current experimental connections and the general sentiment (optimistic or pessimistic) regarding topological matter.
  • Discussion highlights the theoretical richness of the field, mentioning known examples of Z2 topological insulators, topological semimetals, and signatures of Majorana bound states, particularly in relation to topological quantum computing.
  • A participant expresses curiosity about prominent theorists in the field, indicating a personal inclination towards theoretical exploration despite doubts about their own capabilities.

Areas of Agreement / Disagreement

Participants seem to agree on the theoretical significance of topological matter and its applications in condensed matter physics, but there is uncertainty regarding the extent of its experimental validation and the overall sentiment in the field.

Contextual Notes

The discussion does not resolve the question of whether topological matter is a fringe topic or a viable area for PhD research, leaving open the potential for varying opinions on its academic value.

Crass_Oscillator
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I went to an applied phd program in computational biology and got bored, so now I'm considering physics. Topological matter looks fancy/sort of interesting. Does it have anything to do with actual experiments (and I mean more than just insulators/superconductors) yet? I would assume that to enter the field I'd need to be a confirmed genius if I wanted an actual academic position.

I just want to know if it's a fringe topic or something worth pursuing for a PhD.

Thanks in advance.
 
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Are you referring to things like symmetry protected topological phases (Z2 topological insulators) and topologically ordered systems (fractional quantum hall)? Those are actually very hot topics in condensed matter.
 
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radium said:
Are you referring to things like symmetry protected topological phases (Z2 topological insulators) and topologically ordered systems (fractional quantum hall)? Those are actually very hot topics in condensed matter.
Exciting! What's the connection to experiment currently? Are people very optimistic? Pessimistic?
 
It's a pretty big field in terms of theoretical work but terms of materials experiments I know that there are many known examples of Z2 topological insulators as well as some recently discovered topological semimetals (these are a more complicated case though) and spin liquids (topologically ordered). People have also observed some signatures of Majorana bound states in semiconducting wires and an iron atom chain I think. The latter is a big topic in topological quantum computing.
 
Very interesting. Who are the really good theorists? I doubt I'm cut out for theory, but I'm curious to check it out any way.
 

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