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In case you have not found out already, the Nobel prize in physics for 2013 was awarded to Francois Englert and Peter Higgs

“for the theoretical discovery of a mechanism that contributes to our understanding of the origin of mass of subatomic particles, and which recently was confirmed through the discovery of the predicted fundamental particle, by the ATLAS and CMS experiments at CERN’s Large Hadron Collider”

 

Congratulations to the winners of the prize. Here is the link to the official announcement http://www.nobelprize.org/nobel_prizes/physics/laureates/2013/

This is a prize for the so-called Higgs mechanism.  In a certain sense this is another Nobel prize for the Standard model of the electroweak theory of Weinberg and Salam, which was verified experimentally at the LHC with the announcement of a Higgs-like particle on the fourth of July of  2012. The agreement with the Standard model has improved with the additional data that has been taken at the LHC experiment since then.

 

One of my favorite ways of accounting for the Higgs particle is that the electroweak theory of massless gauge Bosons and the Snatdard model Higgs sector has

4\times 2 + 4

bosonic degrees of freedom in the ‘unbroken phase’. This is two polarizations for each massless gauge boson particle, and four degrees of freedom from the Higgs sector of the theory.

This same theory has

3\times 3 + 2+\boxed{\bf 1}

degrees of freedom in the `broken phase’. This is 3 polarizations for  each massive gauge boson, 2 polarizations for the photon and the extra one degree of freedom in the box is the so called Higgs particle.

It is the presence of this extra degree of freedom that was observed at CERN, with all the properties expected from Standard model computations.

 

 

HEP job at UCSB

University of California, Santa Barbara
Tenure-Track Faculty Position
Theoretical High Energy Physics
Job #JPF00230

The Physics Department of the University of California, Santa Barbara, is seeking candidates for a tenure-track faculty position at the Assistant Professor level in theoretical high energy physics, or theoretical astrophysics, with an appointment to start in Fall of 2014. We are particularly interested in candidates with interests in the phenomenological areas of particle physics and related areas of astrophysics and cosmology. The ideal candidate will benefit from interactions with the strong existing groups in high energy theory and experiment, as well as the presence of the Kavli Institute for Theoretical Physics.

Candidates are expected to have a Ph.D. in physics or a closely related field, and will teach a range of courses in the physics department. Applicants must send a statement of research interests, a curriculum vitae, and a list of publications, and should arrange for at least three letters of recommendation. All application materials should be submitted via UC Recruit: https://recruit.ap.ucsb.edu

Applications will be considered starting November 20, 2013 and will be accepted until the position is filled.

The department is especially interested in candidates who can contribute to the diversity and excellence of the academic community through research, teaching and service. The University of California is an Equal Opportunity / Affirmative Action Employer.

A rather hot topic of modern research in quantum gravity has hit the news stands. This is the “firewall” business that got started in Santa Barbara.

Dennis Overbye has a piece on it in the New York times. Have fun reading it.

Typos

typo

Formatting errors in TEX can be so much fun when there is a typo in a formula.

Patterns

Pattern

Pattern

I’m always surprised at what comes out of my screen when I’m playing with some ideas. As long as I remove the axis of the plot and the context, it becomes art.

 

Woof Woof

woofwoof

 

It’s very nice to discover humor in a paper that I thought I knew all too well. Above is a a Feynman diagram taken from said paper. Although not as cute as a penguin, it might compete with other dog renditions in popular culture.

Just to have fun, here is one of my favorite formulas involving pi:

\frac{g_e-2}{2} =\frac{\alpha}{2\pi}

 

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