Rubric

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Assignment 2
Assignment 2
Criteria Ratings Pts
1.1 Discrepancy
threshold: pts
10 pts Identify a rectangle that exceeds the bound
0 pts No Marks
pts
10 pts
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1.2 Dispersion
threshold: pts
10 pts Argue that there is always a closest point within bound
5 pts Show a p for any arbitrary x (excluding edge cases)
pts
10 pts
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2.1 Prove the support
threshold: pts
3 pts Full Marks
0 pts No Marks
pts
3 pts
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2.1 Identify the PDF
threshold: pts
3 pts Full Marks
0 pts No Marks
pts
3 pts
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2.1 Jacobian calculation
threshold: pts
4 pts Full Marks
0 pts No Marks
pts
4 pts
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2.2 Transformation using Marginal and Conditional distributions
threshold: pts
10 pts Complete Proof
5 pts Problem setup, Jacobian Calculations
pts
10 pts
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3 Jupyter notebook attached
threshold: pts
5 pts Full Marks
0 pts No Marks
pts
5 pts
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3 Halton-sequence based sampling
threshold: pts
5 pts Full Marks
0 pts No Marks
pts
5 pts
--
3 Hammersley based sampling
threshold: pts
5 pts Full Marks
0 pts No Marks
pts
5 pts
--
3 Star discrepancy computations
threshold: pts
5 pts Full Marks
0 pts No Marks
pts
5 pts
--
3 Voronoi Diagram
threshold: pts
5 pts Full Marks
0 pts No Marks
pts
5 pts
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4.1 Identify Persistent states
threshold: pts
3 pts Full Marks
0 pts No Marks
pts
3 pts
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4.1 Identify Periodic states
threshold: pts
3 pts Full Marks
0 pts No Marks
pts
3 pts
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4.1 Mean Recurrence time calculation
threshold: pts
4 pts Full Marks
0 pts No Marks
pts
4 pts
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4.2 Prove Markov Chain
threshold: pts
5 pts Full Marks
0 pts No Marks
pts
5 pts
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4.2 Prove the Detailed Balance condition
threshold: pts
5 pts Full Marks
0 pts No Marks
pts
5 pts
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