Fast DecreaseKey Heaps with worst case variants

10/04/2020
by   Vladan Majerech, et al.
0

In the paper "Fast Fibonacci heaps with worst case extensions" we have described heaps with both Meld, DecreaseKey and DecreaseKey interfaces, allowing operations with guaranted worst case assymptotically optimal times. The paper was intended to concentrate on DecreaseKey interface, but it could be hard to separate the two described data structures without carefull reading. Current paper's goal is not to invent a novel data structure, but to describe the rather easy DecreaseKey version in hopefully readable form. The paper is intended not to require references to other papers.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
11/25/2019

Fast Fibonacci heaps with worst case extensions

We are concentrating on reducing overhead of heaps based on comparisons ...
research
01/29/2020

Fully-Dynamic All-Pairs Shortest Paths: Improved Worst-Case Time and Space Bounds

Given a directed weighted graph G=(V,E) undergoing vertex insertions and...
research
10/25/2018

A Deamortization Approach for Dynamic Spanner and Dynamic Maximal Matching

Many dynamic graph algorithms have an amortized update time, rather than...
research
01/20/2023

Worst Case Resistance Testing: A Nonresponse Bias Solution for Today's Behavioral Research Realities

This study proposes a method of nonresponse assessment based on meta-ana...
research
01/14/2018

PACER: Peripheral Activity Completion Estimation and Recognition

Embedded peripheral devices such as memories, sensors and communications...
research
11/11/2019

Information carefull worstcase DecreaseKey heaps with simple nonMeld variant

We analyze priority queues including DecreaseKey method in its interface...
research
08/26/2021

Commutative Monoid Formalism for Weighted Coupled Cell Networks and Invariant Synchrony Patterns

This paper presents a framework based on matrices of monoids for the stu...

Please sign up or login with your details

Forgot password? Click here to reset