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A discrete Gelfand-Tsetlin pattern is a configuration of particles in Z^2.
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L. Petrov. Asymptotics of random lozenge tilings via Gelfand–Tsetlin schemes. Probability Theory and Related Fields
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E. Duse and A. Metcalfe. Asymptotic geometry of discrete interlaced patterns: Part II. (In preparation. Estimated 2015)
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E. Duse and A. Metcalfe. Universal edge fluctuations of discrete interlaced particle systems. (In preparation. Estimated 2015)
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2007
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Ph.D. thesis of E. Nordenstam. Interlaced particles in tilings and random matrices. KTH
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Cited in the paper.
E. Duse and K. Johansson and A. Metcalfe. Cusp Airy process of discrete interlaced particle systems. (In preparation. Estimated 2015)
2015
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