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We begin by studying inventory accumulation at a LIFO (last-in-first-out) retailer with two products.
Weighted sums of certain dependent random variables
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Ronald C. Mullin · 1967
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William T. Tutte · 1968
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Rodney J. Baxter, Stewart B. Kelland, and Frank Y. Wu · 1976
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Quantum geometry of bosonic strings
Alexander M. Polyakov · 1981
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Quantum geometry of fermionic strings
Alexander M. Polyakov · 1981
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Planar diagrams, two-dimensional lattice gravity and surface models
François David · 1985
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The Liouville field theory of random surfaces: When is the bosonic string a branched polymer?
Michael E. Cates · 1988
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Conformal spectra of polymers on a random surface
Bertrand Duplantier and Ivan K. Kostov · 1988
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Fractal structure of 2 2 D-quantum gravity
Vadim G. Knizhnik, Alexander M. Polyakov, and Alexander B. Zamolodchikov · 1988
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O(n) Vector Model on a Planar Random Lattice:. Spectrum of Anomalous Dimensions
Ivan K. Kostov · 1989
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The ADE face models on a fluctuating planar lattice
Ivan K. Kostov · 1989
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Geometrical critical phenomena on a random surface of arbitrary genus
Bertrand Duplantier and Ivan K. Kostov · 1990
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Multiple Potts models coupled to two-dimensional quantum gravity
Clive F. Baillie and Desmond A. Johnston · 1992
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Coupling of multiple q-state Potts models to 2d gravity
Gudmar Thorleifsson · 1993
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Percolation on strings and the cover-up of the c = 1 c=1 disaster
Geoffrey Harris · 1994
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Q-States Potts model on a random planar lattice, 1995, arXiv:hep-th/9502014
Jean-Marc Daul · 1995
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The Brownian snake and solutions of Δ u = u 2 \Delta u=u^{2} in a domain
Jean-François Le Gall · 1995
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A scenario for the c > 1 c>1 barrier in non-critical bosonic strings
François David · 1997
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Bijective census and random generation of Eulerian planar maps with prescribed vertex degrees
Gilles Schaeffer · 1997
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The Potts-q random matrix model: loop equations, critical exponents, and rational case
Bertrand Eynard and G. Bonnet · 1999
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Growth and percolation on the uniform infinite planar triangulation
O. Angel · 2003
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A guide to stochastic Löwner evolution and its applications
Wouter Kager and Bernard Nienhuis · 2004
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Bijective counting of tree-rooted maps and shuffles of parenthesis systems
Olivier Bernardi · 2007
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The topological structure of scaling limits of large planar maps
Jean-François Le Gall · 2007
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Schramm-loewner evolution and liouville quantum gravity
Bertrand Duplantier and Scott Sheffield · 2011
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Formal matrix integrals and combinatorics of maps
B. Eynard · 2011
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Gibbs measures and phase transitions
Hans-Otto Georgii · 2011
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Scaling limits of random trees and planar maps
Jean-François Le Gall and Grégory Miermont · 2012
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Conformal loop ensembles: the Markovian characterization and the loop-soup construction
Scott Sheffield and Wendelin Werner · 2012
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On the Riemann surface type of random planar maps
James T. Gill and Steffen Rohde · 2013
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A characterization of the Tutte polynomial via combinatorial embeddings
Olivier Bernardi · 2008
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Tutte polynomial, subgraphs, orientations and sandpile model: new connections via embeddings
Olivier Bernardi · 2008
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Scaling limits of bipartite planar maps are homeomorphic to the 2-sphere
Jean-François Le Gall and Frédéric Paulin · 2008
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On the sphericity of scaling limits of random planar quadrangulations
Grégory Miermont · 2008
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Alexander M. Polyakov · 2008
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Duality and the Knizhnik-Polyakov-Zamolodchikov relation in Liouville quantum gravity
Bertrand Duplantier and Scott Sheffield · 2009
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Jean-François Le Gall · 2013
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The Brownian map is the scaling limit of uniform random plane quadrangulations
Grégory Miermont · 2013
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Imaginary geometry IV: interior rays, whole-plane reversibility, and space-filling trees
J. Miller and S. Sheffield · 2013
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Liouville quantum gravity as a mating of trees
B. Duplantier, J. Miller, and S. Sheffield · 2014
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Inventory accumulation with k products
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Critical exponents on Fortuin–Kastelyn weighted planar maps
N. Berestycki, B. Laslier, and G. Ray · 2015
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Basic properties of the infinite critical-FK random map
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Convergence of the topology of critical Fortuin-Kasteleyn planar maps to that of CLE κ
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Scaling limits for the critical Fortuin-Kasteleyn model on a random planar map I: cone times
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Scaling limits for the critical Fortuin-Kastelyn model on a random planar map II: local estimates and empty reduced word exponent
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Scaling limits for the critical Fortuin-Kastelyn model on a random planar map III: finite volume case
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Liouville quantum gravity spheres as matings of finite-diameter trees
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Sandpiles and unicycles on random planar maps
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