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ANALCO 2019: San Diego, CA, USA

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Marni Mishna, J. Ian Munro:
Proceedings of the Sixteenth Workshop on Analytic Algorithmics and Combinatorics, ANALCO 2019, San Diego, CA, USA, January 6, 2019. SIAM 2019
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  - conf/analco/PanafieuLW19
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Elie de Panafieu, Mohamed Lamine Lamali, Michael Wallner:
Combinatorics of nondeterministic walks of the Dyck and Motzkin type. 1-12
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  - conf/analco/BodiniGN19
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Olivier Bodini, Antoine Genitrini, Mehdi Naima:
Ranked Schröder Trees. 13-26
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  - conf/analco/HeubergerK19
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Clemens Heuberger, Daniel Krenn:
Esthetic Numbers and Lifting Restrictions on the Analysis of Summatory Functions of Regular Sequences. 27-35
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  - conf/analco/HacklHW19
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Benjamin Hackl, Clemens Heuberger, Stephan G. Wagner:
Reducing Simply Generated Trees by Iterative Leaf Cutting. 36-44
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  - conf/analco/GolebiewskiK19
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Zbigniew Golebiewski, Mateusz Klimczak:
Protection Number of Recursive Trees. 45-53
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  - conf/analco/MartinezNW19
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Conrado Martínez, Markus Nebel, Sebastian Wild:
Sesquickselect: One and a half pivots for cache-efficient selection. 54-66
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Simon Langowski, Mark Daniel Ward:
Moments of Select Sets. 67-73
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Markus E. Nebel, Elisabeth Neumann, Sebastian Wild:
Median-of-k Jumplists and Dangling-Min BSTs. 74-86
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  - conf/analco/FillH19
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James Allen Fill, Wei-Chun Hung:
QuickSort: Improved right-tail asymptotics for the limiting distribution, and large deviations (Extended Abstract). 87-93
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  - conf/analco/LenglerMS19
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Johannes Lengler, Anders Martinsson, Angelika Steger:
When Does Hillclimbing Fail on Monotone Functions: An entropy compression argument. 94-102
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  - conf/analco/DesmaraisH19
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Colin Desmarais, Cecilia Holmgren:
Degree distributions of generalized hooking networks. 103-110
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Oliver Cooley, Wenjie Fang, Nicola Del Giudice, Mihyun Kang:
Subcritical random hypergraphs, high-order components, and hypertrees. 111-118
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  - conf/analco/OliveiraP19
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Roberto I. Oliveira, Yuval Peres:
Random walks on graphs: new bounds on hitting, meeting, coalescing and returning. 119-126
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  - conf/analco/Mitzenmacher19
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Michael Mitzenmacher:
Arithmetic Progression Hypergraphs: Examining the Second Moment Method. 127-134

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