Parameterized Algorithms Lecture 11 Representative Sets Information Guide

  1. Background to Parameterized Algorithms Lecture 11 Representative Sets
  2. Important Facts
  3. Developments
  4. Full Guide
  5. Future Outlook

Background to Parameterized Algorithms Lecture 11 Representative Sets

Details Parameterized Algorithms lecture 11: Representative sets Guide
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Important Facts

Full Parameterized Algorithms and Quadratic Kernels for Rainbow Matching   -- Sanjukta Roy News
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Developments

Full Parameterized Algorithms Lecture 10: LP-guided branching Update
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Parameterized Algorithms 2024 (NPTEL course: noc24_cs117) TA session 11
Parameterized Algorithms 2024 (NPTEL course: noc24_cs117) TA session 11
Parameterized Algorithms 2023 (NPTEL course: noc23_cs102) TA session 11
Parameterized Algorithms 2023 (NPTEL course: noc23_cs102) TA session 11
Parameterized Algorithms Lecture 3: Iterative Compression, Subset Lattice
Parameterized Algorithms Lecture 3: Iterative Compression, Subset Lattice
Parameterized Algorithms
Parameterized Algorithms
Parameterized Algorithms 9: Important Separators
Parameterized Algorithms 9: Important Separators
Parameterized Algorithms lecture 7: Inclusion-Exclusion, Fast Subset Convolution
Parameterized Algorithms lecture 7: Inclusion-Exclusion, Fast Subset Convolution
Parameterized Algorithms lecture 6: Treewidth 2
Parameterized Algorithms lecture 6: Treewidth 2
DAY2 1 7:  Basic kernels I (Fedor Fomin)
DAY2 1 7: Basic kernels I (Fedor Fomin)
18. Complexity: Fixed-Parameter Algorithms
18. Complexity: Fixed-Parameter Algorithms
Parameterized Reductions
Parameterized Reductions
Coping with Intractability Using Parameters by Prof. Saket Saurabh
Coping with Intractability Using Parameters by Prof. Saket Saurabh

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Last Updated: September 25, 2026

Future Outlook

Details Lecture-11, Basics of Parameterized Complexity-II, Speaker: Prof  Fedor Fomin Update
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Summary

Speaker: Prof Fedor Fomin Fedor Fomin is a professor in computer science at the University of Bergen, researching Parameterized Algorithms course Simple kernels (polynomial and exponential); FPT = kernel existence; Sunflower lemma. MIT 6.046J Design and Analysis of Dániel Marx, Hungarian Academy of Sciences Fine-Grained Complexity and One of the greatest achievements in theoretical computer science is the development of NP-completeness theory.

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