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20052020
most citedA Limit Theorem for Radix Sort and Tries with Markovian Input

4 citations · 6 across the 4 of their papers we have counts for

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math.PR2020

Hidden Words Statistics for Large Patterns

Svante Janson, Wojciech Szpankowski

We study here the so called subsequence pattern matching also known as hidden pattern matching in which one searches for a given pattern of length as a subsequence in a ran…

math.PR2017

Asymmetric Rényi Problem

Michael Drmota, Abram Magner, Wojciech Szpankowski

In 1960 Rényi in his Michigan State University lectures asked for the number of random queries necessary to recover a hidden bijective labeling of distinct objects. In each que…

math.PR2016

Asymmetric Rényi Problem and PATRICIA Tries

Michael Drmota, Abram Magner, Wojciech Szpankowski

In 1960, Rényi asked for the number of random queries necessary to recover a hidden bijective labeling of n distinct objects. In each query one selects a random subset of labels an…

math.PR20154 cited

A Limit Theorem for Radix Sort and Tries with Markovian Input

Kevin Leckey, Ralph Neininger, Wojciech Szpankowski

Tries are among the most versatile and widely used data structures on words. In particular, they are used in fundamental sorting algorithms such as radix sort which we study in thi…

math.PR2012

Towards More Realistic Probabilistic Models for Data Structures: The External Path Length in Tries under the Markov Model

Kevin Leckey, Ralph Neininger, Wojciech Szpankowski

Tries are among the most versatile and widely used data structures on words. They are pertinent to the (internal) structure of (stored) words and several splitting procedures used…