
12월 08일 - 2025년 12월 10일
International Symposium on Algorithms and Computation
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개요
The International Symposium on Algorithms and Computation (ISAAC 2025) is an annual conference focused on research in algorithms and theoretical computer science. It will be held in Tainan, Taiwan, from December 8-10, 2025, preceded by a satellite workshop in Taipei on December 7, 2025.
ISAAC 2025: Call for Papers
The International Symposium on Algorithms and Computation (ISAAC) 2025 is an annual conference dedicated to research in algorithms and theoretical computer science. Since 1990, it has served as a forum for presenting and discussing original research in all aspects of algorithm design, analysis, and related areas.
This year, the symposium will be held in Tainan, Taiwan, from December 8-10, 2025.
Immediately preceding ISAAC, a satellite workshop titled Frontiers of Algorithms and Computation will take place in Taipei on December 7, 2025. While attending this workshop is optional, participants are encouraged to join for invited speakers and academic exchange. Transportation from Taipei to Tainan will be provided after the workshop.
Important Dates
- Paper submission deadline: June 30, 2025 (AoE)
- Notification of paper acceptance: August 30, 2025
- Camera-ready version: September 14, 2025
- Workshop: December 7, 2025
- Conference: December 8-10, 2025
Invited Speakers
- Yossi Azar, Tel-Aviv University
- Danny Chen, University of Notre Dame
- Shanghua Teng, University of Southern California
Keynote Speakers
- Piotr Indyk, Massachusetts Institute of Technology
- Mikkel Thorup, University of Copenhagen
Submission Information
For detailed submission guidelines and to submit your contribution, please visit the official Call for Papers page: https://isaac2025.csie.ncku.edu.tw/call-for-papers/
중요 일정
컨퍼런스 날짜
Conference Date
2025년 12월 8일 → 2025년 12월 10일
제출
Paper submission deadline
2025년 6월 30일
결과 통보
Notification of paper acceptance
2025년 8월 30일
최종본
Camera-ready version
2025년 9월 14일
기타 날짜
Workshop
2025년 12월 7일
출처 순위
출처: CORE2023
순위: A
연구 분야: Theory of computation