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Résumé |
Stable string states arise in string models due to Wilson line breaking of GUT symmetries.
I will describe a new class of such Wilsonian dark matter states that emerge in string derived Z' model.
The string construction utilises the spinor-vector duality symmetry to obtain a viable low scale
Z' model. I will describe the nature of this duality and its role in the construction of the string model.
I will describe the systematic classification tools, developed with Kounnas and Rizos, to analyse large
classes of free fermionic string vacua. These methods were instrumental in the discovery of the spinor-vector
duality, as well as in the trawling of the string Z' model. Other dark matter candidates that arise in
string model will be briefly discussed. |
