Paul Martin: Reference Section : Projects...

Some Combinatorics and probability (this page is a work in progress!)

Here we are reaching for common ground between the various strands of combinatorial representation theory that we have on the go, and work with Bogachev and Peyen.

• Temperley: Statistical mechanics and the partition of numbers II. The form of crystal surfaces  
• Goh's paper here: Random partitions with restricted part sizes.   (Found by Leonid!)
• J L Lebowitz et al: Central limit theorems and Lee-Yang zeroes and graph-counting polynomials   (Found by Leonid!)
• Roccia: Level density of a Fermi gas ...
• Pivoteau: Boltzmann sampling
• Flajolet: Boltzmann sampling
• Roussel: Boltzmann sampling
• Novak: Poisson approximation
• (A much longer bibliography is in our paper.)
• Dousse: Integer partitions
• Kotesovec: Asymptotics of Euler transform etc
• Mathworld/Wolfram: Euler transform
• OEIS: Euler transform
• Wiki: Bose-Einstein condensate
• Wiki: Ideal gas law
• Wiki: Plane partitions
• Wiki: Probability distribution
• Theorem of the day: Partitions
• Bauer: Probability theory Introduction

• Bogachev .......
• Kerov ...
• Vershik .............

• ...

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