Tutorial on Matrix Rigidity Upper Bounds Josh
Description: Tutorial on Matrix Rigidity Upper Bounds Josh Alman (Harvard) FSTTCS 2020 Workshop on Matrix Rigidity Matrix Rigidity Matrix Rigidity Two Techniques Technique 1: Diagonalization Products of Non-Rigid Matrices Technique 1: Diagonalization
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slide1. Tutorial onMatrix Rigidity Upper Bounds Josh Alman (Harvard)
FSTTCS 2020 Workshop on Matrix Rigidity<br>
slide2. Matrix Rigidity<br>
slide3. Matrix Rigidity<br>
slide4. Two Techniques<br>
slide5. Technique 1: Diagonalization<br>
slide6. Products of Non-Rigid Matrices<br>
slide7. Technique 1: Diagonalization<br>
slide8. Walsh-Hadamard Transform<br>
slide9. OR, AND Matrix<br>
slide10. Diagonalizing AND Matrix with Disjointness<br>
slide14. Technique 2: Polynomial Method<br>
slide15. Technique 2: Polynomial Method<br>
slide17. Technique 2: Polynomial Method<br>
slide18. Technique 2: Polynomial Method<br>
slide21. Putting everything together<br>
slide22. What other matrices are not rigid?<br>
FSTTCS 2020 Workshop on Matrix Rigidity<br>
slide2. Matrix Rigidity<br>
slide3. Matrix Rigidity<br>
slide4. Two Techniques<br>
slide5. Technique 1: Diagonalization<br>
slide6. Products of Non-Rigid Matrices<br>
slide7. Technique 1: Diagonalization<br>
slide8. Walsh-Hadamard Transform<br>
slide9. OR, AND Matrix<br>
slide10. Diagonalizing AND Matrix with Disjointness<br>
slide14. Technique 2: Polynomial Method<br>
slide15. Technique 2: Polynomial Method<br>
slide17. Technique 2: Polynomial Method<br>
slide18. Technique 2: Polynomial Method<br>
slide21. Putting everything together<br>
slide22. What other matrices are not rigid?<br>