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  1. counting-complexity
  2. Εαρινό εξάμηνο 2021-2022
  3. Διαφάνειες

Διαφάνειες

Completion requirements
    • 1. Complexity_review_3_3_2022.pdf 1. Complexity_review_3_3_2022.pdf
    • 2. Counting_Complexity_spring_semester_3_3_2022.pdf 2. Counting_Complexity_spring_semester_3_3_2022.pdf
    • 3. Counting_Complexity_spring_semester_10_3_2022.pdf 3. Counting_Complexity_spring_semester_10_3_2022.pdf
    • 4. Counting_Complexity_spring_semester_17_3_2022.pdf 4. Counting_Complexity_spring_semester_17_3_2022.pdf
    • 5. Counting_Complexity_spring_semester_24_3_2022.pdf 5. Counting_Complexity_spring_semester_24_3_2022.pdf
    • 6. Counting_Complexity_spring_semester_31_3_2022.pdf 6. Counting_Complexity_spring_semester_31_3_2022.pdf
    • 7. Counting_Complexity_spring_semester_7_4_2022.pdf 7. Counting_Complexity_spring_semester_7_4_2022.pdf
    • 8. Counting_Complexity_spring_semester_14_4_2022.pdf 8. Counting_Complexity_spring_semester_14_4_2022.pdf
    • 9. Counting_Complexity_spring_semester_5_5_2022.pdf 9. Counting_Complexity_spring_semester_5_5_2022.pdf
    • 10. Counting_Complexity_spring_semester_12_5_2022.pdf 10. Counting_Complexity_spring_semester_12_5_2022.pdf
    • 11. Counting_Complexity_spring_semester_12_5_2022.pdf 11. Counting_Complexity_spring_semester_12_5_2022.pdf
    • 12. Counting_Complexity_spring_semester_19_5_2022.pdf 12. Counting_Complexity_spring_semester_19_5_2022.pdf
    • 13. Sampling and approximation algorithms for Gibbs point processes.pdf 13. Sampling and approximation algorithms for Gibbs point processes.pdf
    • 14. On the relative complexity of approximate counting problems.pdf 14. On the relative complexity of approximate counting problems.pdf
    • 15. Descriptive complexity of approximate counting CSPs.pdf 15. Descriptive complexity of approximate counting CSPs.pdf
    • 16. FPRAS for the permanent.pdf 16. FPRAS for the permanent.pdf

Computation and Reasoning Laboratory

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