Pedagogical introduction to N=2 SUSY

In summary, there are several resources available for a pedagogical introduction to N=2 Supersymmetry, including lecture notes and books. Some suggestions include "Duality in N=2 SUSY SU(2) Yang-Mills Theory," "Introduction to S-Duality in N=2 Supersymmetric Gauge Theory," "Les Houches lectures on supersymmetric Gauge Theories," "Introduction to Supersymmetry," "Supersymmetry" by P.Binetruy, "Supersymmetry and String Theory: Beyond the Standard Model" by M.Dine, and "Modern Supersymmetry: Dynamics and Duality" by J.Terning. Additionally, "Harmonic superspace" by A
  • #1
Neitrino
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Hi,

Could you pls advise me any textbooks or papers where I can find pedagogical introduction to N=2 Supersymmetry & familiarize myself...

Thank you very much
Best Regards
 
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  • #2
Hi,

Here are some suggestions:

Lecture Notes:

Duality in N=2 SUSY SU(2) Yang-Mills Theory: A pedagogical introduction to the work of Seiberg and Witten
http://arxiv.org/abs/hep-th/9601007v1

Duality in Supersymmetric Yang-Mills Theory : http://arxiv.org/abs/hep-th/9702094v1

Introduction to S-Duality in N=2 Supersymmetric Gauge Theory : http://arxiv.org/abs/hep-th/9701069v1

Les Houches lectures on supersymmetric Gauge Theories : http://arxiv.org/abs/hep-th/0210044v2

Introduction to Supersymmetry : http://arxiv.org/abs/hep-th/0101055v1

Books :

Supersymmetry By P.Binetruy

Supersymmetry and String Theory: Beyond the Standard Model By M.Dine

Modern Supersymmetry: Dynamics and Duality By J.Terning

There is also a good lecture By Gaiotto, I attached it
 

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  • #3
Qgravity thanks for interesting resources... wish you successful 2012
 
  • #4
Just to complement what Qgravity posted:

The standard reference on harmonic superspace (the place where the most general explicit N=2 SUSY theories can be studied and quantized) is
Harmonic superspace by A.S. Galperin, E.A. Ivanov, V.I. Ogievetsky, E.S. Sokatchev. The first couple of chapters are really readable and interesting. Then it gets into the more technical details.

Maybe the best reference on projective superspace (where N=2 nonlinear sigma models and associated geometry are best studied) is
Lectures on nonlinear sigma-models in projective superspace by Sergei M. Kuzenko. Once again, the intro sections are very readable.
 
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1. What is N=2 SUSY and why is it important in the field of physics?

N=2 SUSY, or N=2 supersymmetry, is a mathematical concept that describes the relationship between two types of particles - bosons and fermions. It is important in physics because it allows for a deeper understanding of the fundamental forces of nature, such as gravity, electromagnetism, and the strong and weak nuclear forces. N=2 SUSY also plays a crucial role in theories of quantum gravity and string theory.

2. How does N=2 SUSY differ from N=1 SUSY?

N=2 SUSY differs from N=1 SUSY in that it involves two copies of supersymmetry, while N=1 SUSY only involves one copy. This means that for every fermion particle, there is a corresponding boson particle and vice versa in N=2 SUSY, while in N=1 SUSY, there is only one type of fermion and one type of boson for each supersymmetry.

3. What are some real-world applications of N=2 SUSY?

N=2 SUSY has many potential applications in the real world, including in the development of new materials and technologies. For example, N=2 SUSY could potentially be used to create new types of superconductors, which have zero electrical resistance and could greatly improve energy efficiency. It also has potential applications in cosmology and astrophysics, as it may help us better understand the origins of the universe and the behavior of black holes.

4. How does N=2 SUSY relate to the concept of symmetry in physics?

N=2 SUSY is closely related to the concept of symmetry in physics, as it involves the idea of a symmetry between particles with different spin states. This symmetry is important in understanding the fundamental forces of nature and can help explain why certain particles have the properties they do. N=2 SUSY is a type of supersymmetry, which is a fundamental symmetry in theoretical physics.

5. Are there any current challenges or limitations in the study of N=2 SUSY?

While N=2 SUSY has been a valuable concept in theoretical physics, there are still many challenges and limitations in its study. One major challenge is that there has not yet been any experimental evidence to support the existence of N=2 SUSY in the real world. Additionally, the mathematical equations involved in N=2 SUSY are complex and difficult to solve, making it challenging to make predictions and test its validity. However, with continued research and advancements in technology, these challenges may eventually be overcome.

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