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Welcome!

Hi, I'm Steve. Welcome to my page.

I'm a Scottish-Australian mathematician/mathematical physicist, working in mathematical general relativity and geometric analysis. I am currently based at KTH, Stockholm.

For my somewhat less-than-professional opinions, you can follow me on Twitter (@Quasilocal).

News:

I have left UNE and am now based entirely at KTH, Stockholm.

Two new papers on arXiv:
On a Penrose-like inequality in dimensions less than eight
Asymptotically flat extensions of CMC Bartnik data

Research

My field of research is primarily general relativity. I am currently interested in problems related to mass/energy in general relativity, particularly the problem of quasilocal mass; however, I am also interested in many other questions arrising in general relativity and geometric analysis more broadly.

Publications and Preprints

  • McCormick, S., Miao, P.; On a Penrose-like inequality in dimensions less than eight.
    arXiv:1701.04805
  • Cabrera Pacheco, A., Cederbaum, C., McCormick, S., Miao, P.; Asymptotically flat extensions of CMC Bartnik data.
    arXiv:1612.05241
  • McCormick, S., The asymptotically flat scalar-flat Yamabe problem with boundary, J. Geom. Anal. (to appear)
    arXiv:1603.05318
  • McCormick, S., The Hilbert manifold of asymptotically flat metric extensions (Preprint).
    arXiv:1512.02331
  • McCormick, S., A note on mass-minimising extensions, Gen. Rel. Grav. 47(12), (2015).
    DOI: 10.1007/s10714-015-1993-2 (arXiv link:1501.05045)
  • McCormick, S., First law of black hole mechanics as a condition for stationarity, Phys. Rev. D 90, 104034 (2014).
    DOI: 10.1103/PhysRevD.90.104034 (arXiv link:1406.7480)
  • McCormick, S., The phase space for the Einstein-Yang-Mills equations and the first law of black hole thermodynamics, Adv. Theor. Math. Phys. 18, 799 (2014).
    DOI: 10.4310/ATMP.2014.v18.n4.a2 (arXiv link:1302.1237)

Teaching

I currently have no teaching commitments.

Previous teaching (At the University of New England, Australia):

2016 courses:

Trimester 2, PMTH339, Differential Equations.

2015 courses:

Trimester 2, PMTH339, Differential Equations.

Trimester 1, MATH120, Introductory Mathematical Methods in Science and Economics.

Assorted Documents

This section is for any documents that don't belong in the Research or Teaching sections.

Contact Me

Feel free to email me: smmc at kth.se