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Session 3a Faster Parallel Algorithm For Approximate Shortest Path Information Guide

  1. Overview on Session 3a Faster Parallel Algorithm For Approximate Shortest Path
  2. Core Information
  3. Recent Updates
  4. Detailed Analysis
  5. Conclusion

Overview on Session 3a Faster Parallel Algorithm For Approximate Shortest Path

Details Session 3A - Faster Parallel Algorithm for Approximate Shortest Path Guide
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Core Information

Session 3A - Parallel Approximate Undirected Shortest Paths Via Low Hop Emulators News
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Recent Updates

Full Session 3A - Efficient Construction of Directed Hopsets and Parallel Approximate Shortest Paths News
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Programming Parallel Computers: Part 3A
Programming Parallel Computers: Part 3A
Deterministic PRAM Approximate Shortest Paths in Polylogarithmic Time and Slightly Super-Linear Work
Deterministic PRAM Approximate Shortest Paths in Polylogarithmic Time and Slightly Super-Linear Work
Efficient Stepping Algorithms and Implementations for Parallel Shortest Paths
Efficient Stepping Algorithms and Implementations for Parallel Shortest Paths
Shattering Dijkstra : A New Shortest Path Algorithm | 2025
Shattering Dijkstra : A New Shortest Path Algorithm | 2025
Massively Parallel Algorithms for Distance Approximation and Spanners
Massively Parallel Algorithms for Distance Approximation and Spanners
Parallel Algorithms. ITMO 2022. Part 6. SCC and Dijkstra.
Parallel Algorithms. ITMO 2022. Part 6. SCC and Dijkstra.
3.1.B: A Faster Distributed Single-Source Shortest Paths Algorithm
3.1.B: A Faster Distributed Single-Source Shortest Paths Algorithm
Dijkstra's shortest path algorithm serial and parallel execution performance analysis
Dijkstra's shortest path algorithm serial and parallel execution performance analysis
Parallel Algorithms [2/5] - Umut Acar - OPLSS 2018
Parallel Algorithms [2/5] - Umut Acar - OPLSS 2018
PODC 2021 — Session 4 Talk 3 — Constant-Round Spanners and Shortest Paths in Congested Clique & MPC
PODC 2021 — Session 4 Talk 3 — Constant-Round Spanners and Shortest Paths in Congested Clique & MPC
An Approach to the Shortest Path Problem
An Approach to the Shortest Path Problem

Detailed Analysis

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Last Updated: August 22, 2026

Conclusion

STOC 2020 - Session 3A: Distributed and Parallel Algorithms II Update
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