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The aim of ANALCO is to provide a forum for the presentation of original research in the analysis of algorithms and associated combinatorial structures. We invite both papers that study properties of ...
As one of most important objects in mathematics, ‘manifold’ has provided us more and more insights and benefits. In the past half century, more and more different areas in mathematics have been inters...
Extremal Combinatorics is a rapidly developing branch of mathematics, which has many far-reaching applications in computer science, coding theory, operations research, biology, and other natural and s...
The Ninth Shanghai Conference on Combinatorics (9SHCC) will be held in Shanghai from May 24th to May 28th, 2017. There will be 50-minute invited talks and 25-minute contributed talks on combinatorial ...
We present some new methods for constructing a Michael space, a regular Lindel ofspace which has a non-Lindel of product with the space of irrationals. The central result is a combinatorial statement ...
We study the free (associative, non-commutative) Baxter algebra on one generator. The first explicit description of this object is due to Ebrahimi-Fard and Guo. We provide an alternative description...
We study the number of configurations in the East model of statistical physics. This may be pictured as sites in a line. The site at zero is always occupied. The site at i > 0 can only be chan...
This paper proves limit theorems for the number of monochromatic edges in uniform random colorings of general random graphs. The limit theorems are universal depending solely on the limiting behavior ...
We study the combinatorics of addition using balanced digits, deriving an analog of Holte’s “amazing matrix” for carries in usual addition. The eigenvalues of this matrix for base b balanced addition ...
When numbers are added in the usual way carries occur along the route. These carries cause a mess and it is natural to seek ways to minimize them. This paper proves that balanced arithmetic minimizes ...
For metaplectic covers of these groups, the Whittaker models may or may not be unique. Gelbart and Piatetski-Shapiro considered the representations of the double cover of SL2 that have unique Whitta...
Wh ile D-O p tim al exp er im ental d es ign s ar e u s ed w ith gr eat f r equ en cy in s u r f ace r es p on s e an alys is th ey als o offer a m ech an is m to s cr een f actor s an d f actor inte...
This paper is a combinatorial and computational study of the moduli space Mtr g of tropical curves of genus g, the moduli space Atr g of principally polarized tropical abelian varieties, and the tropi...
In this paper we consider a class of piecewise affine Hamiltonian vector fields whose orbits are piecewise straight lines. We give a first classification result of such systems and show that the orbit...
The Boros-Moll polynomials arise in the evaluation of a quartic integral. The original double summation formula does not imply the fact that the coefficients of these polynomials are positive. Boros a...

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