MAXIMUM-SIZE ANTICHAINS IN RANDOM SET-SYSTEMS arXiv:1404.5258v3 [math.CO] 12 Nov 2015 MAUR´ICIO COLLARES NETO AND ROBERT MORRIS Abstract. We show that, for pn → ∞, the largest set in a p-random sub-family of the

Source URL: arxiv.org

INDEPENDENT SETS IN HYPERGRAPHS ´ JOZSEF BALOGH, ROBERT MORRIS, AND WOJCIECH SAMOTIJ Abstract. Many important theorems and conjectures in combinatorics, such as the theorem of Szemer´edi on arithmetic progressions and

Source URL: w3.impa.br

THE SECRETARY PROBLEM ON AN UNKNOWN POSET arXiv:1107.1379v2 [math.CO] 28 Jun 2012 BRYN GARROD AND ROBERT MORRIS Abstract. We consider generalizations of the classical secretary problem, also known as the

Source URL: arxiv.org

ON THE RAMSEY NUMBER OF THE TRIANGLE AND THE CUBE arXiv:1302.3840v1 [math.CO] 15 Feb 2013 GONZALO FIZ PONTIVEROS, SIMON GRIFFITHS, ROBERT MORRIS, DAVID SAXTON, AND JOZEF SKOKAN

Source URL: arxiv.org

Extracting parallelism in OS kernels using type-safe languages Cody Cutler M. Frans Kaashoek Robert Morris

Source URL: css.csail.mit.edu

˝ CONJECTURE A REFINEMENT OF THE CAMERON-ERDOS ´ NOGA ALON, JOZSEF BALOGH, ROBERT MORRIS, AND WOJCIECH SAMOTIJ Abstract. In this paper we study sum-free subsets of the set {1, . . . , n}, that is, subsets of

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COUNTING SUM-FREE SETS IN ABELIAN GROUPS ´ NOGA ALON, JOZSEF BALOGH, ROBERT MORRIS, AND WOJCIECH SAMOTIJ Abstract. In this paper we study sum-free sets of order m in finite Abelian groups. We prove a general theorem on

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User-Relative Names for Globally Connected Personal Devices Bryan Ford, Jacob Strauss, Chris Lesniewski-Laas, Sean Rhea, Frans Kaashoek, and Robert Morris Massachusetts Institute of Technology 1.

Source URL: iptps06.cs.ucsb.edu

• Namespace
• Directory service
• USB
• Device file
• Wi-Fi
• Portable media player

QUENCHED VORONOI PERCOLATION arXiv:1501.04075v1 [math.PR] 16 Jan 2015 DANIEL AHLBERG, SIMON GRIFFITHS, ROBERT MORRIS, AND VINCENT TASSION Abstract. We prove that the probability of crossing a large square in quenched Vo

Source URL: arxiv.org

THE TRIANGLE-FREE PROCESS AND R(3, k): APPENDIX GONZALO FIZ PONTIVEROS, SIMON GRIFFITHS, AND ROBERT MORRIS Abstract. This file contains some of the straightforward but technical calculations from the paper “The triangl

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