Lattice N = 4 super Yang-Mills at strong coupling von Catterall, Simon, Giedt, Joel, Toga, Goksu Can

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Tensor network representation of non-abelian gauge theory coupled to reduced staggered fermions von Asaduzzaman, Muhammad, Catterall, Simon, Meurice, Yannick, Sakai, Ryo, Toga, Goksu Can

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Symmetric Mass Generation in Lattice Gauge Theory von Butt, Nouman, Catterall, Simon, Toga, Goksu

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Improved coarse-graining methods for two dimensional tensor networks including fermions von Asaduzzaman, Muhammad, Catterall, Simon, Meurice, Yannick, Sakai, Ryo, Toga, Goksu Can

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Holography from lattice N = 4 super Yang-Mills von Catterall, Simon, Giedt, Joel, Toga, Goksu Can

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Holography from lattice $$ \mathcal{N} $$ = 4 super Yang-Mills von Catterall, Simon, Giedt, Joel, Toga, Goksu Can

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Anomalies and symmetric mass generation for Kähler-Dirac fermions von Butt, Nouman, Catterall, Simon, Pradhan, Arnab, Toga, Goksu Can

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Quantum Ising model on two-dimensional anti–de Sitter space von Asaduzzaman, Muhammad, Catterall, Simon, Meurice, Yannick, Toga, Goksu Can

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Lattice $$ \mathcal{N} $$ = 4 super Yang-Mills at strong coupling von Catterall, Simon, Giedt, Joel, Toga, Goksu Can

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Quantum simulation of the N -flavor Gross-Neveu model von Asaduzzaman, Muhammad, Toga, Goksu Can, Catterall, Simon, Meurice, Yannick, Sakai, Ryo

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Quantum simulation of the N -flavor Gross-Neveu model von Asaduzzaman, Muhammad, Toga, Goksu Can, Catterall, Simon, Meurice, Yannick, Sakai, Ryo

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Quantum Simulation of the N flavor Gross-Neveu Model von Asaduzzaman, Muhammad, Catterall, Simon, Goksu Can Toga, Meurice, Yannick, Sakai, Ryo

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Holography from lattice N $$ \mathcal{N} $$ = 4 super Yang-Mills von Simon Catterall, Joel Giedt, Goksu Can Toga

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Improved coarse-graining methods on two dimensional tensor networks including fermions von Asaduzzaman, Muhammad, Catterall, Simon, Meurice, Yannick, Sakai, Ryo, Goksu Can Toga

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Anomalies and symmetric mass generation for Kaehler-Dirac fermions von Butt, Nouman, Catterall, Simon, Pradhan, Arnab, Goksu Can Toga

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Lattice N=4 super Yang-Mills at Strong Coupling von Catterall, Simon, Giedt, Joel, Goksu can Toga

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Lattice N $$ \mathcal{N} $$ = 4 super Yang-Mills at strong coupling von Simon Catterall, Joel Giedt, Goksu Can Toga

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Holography from lattice $N=4$ super Yang-Mills von Catterall, Simon, Giedt, Joel, Toga, Goksu Can

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Simulating Field Theories with Quantum Computers von Asaduzzaman, Muhammad, Catterall, Simon, Meurice, Yannick, Toga, Goksu Can

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Quantum Ising model on two dimensional anti-de Sitter space von Asaduzzaman, Muhammad, Catterall, Simon, Meurice, Yannick, Toga, Goksu Can

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