I am currently primarily interested in string theory (especially the AdS/CFT correspondence). My other interests include cosmology, particle physics (especially strongly coupled quantum field theories), quantum information theory application to string theory/quantum gravity etc.

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$$ \boxed{\begin{gather} &Z=\int_{k<\Lambda}[ {\color{red}\mathcal {D}g}][\mathcal {D} A][\mathcal {D} \psi][\mathcal {D}\Phi] \exp \left\lbrace i \int d ^ { 4 } x \sqrt { - {\color{red}g} } \left[{\color{red}\frac{1}{16 \pi G} R}\right.\right.\\ &\left.\left.-\frac{1}{4} F_{\mu \nu}^{a} F^{a \mu \nu}+i \bar{\psi}^{i} \gamma^{\mu} D_{\mu} \psi^{i}+\left(\bar{\psi}{L}^{i} V_{i j} \Phi \psi_{R}^{j}+\text { h.c. }\right)-\left|D_{\mu} \Phi\right|^{2}-V(\Phi)\right]\right\rbrace\\ &\text { The Standard Model }+\text { {\color{red}Gravity} } \end{gather}} $$

You can find some quotes here.