Year 1 Sem 1/LC Introduction to Probability and Statistics
Physics notes for LC Introduction to Probability and Statistics.
22 lectures: statistics (S1–S11), followed by probability (P1–P11).
Statistics
- S1: Start of Stats: Introduction and Descriptive Statistics — Wed 01 Oct 2025 12:00
- S2: Population Statistics — Thu 02 Oct 2025 09:00
- S3: Error Propogation and Combinations of Variables — Wed 08 Oct 2025 12:02
- S4: Covariance and Correlation — Thu 09 Oct 2025 09:00
- S5: Distributions — Wed 15 Oct 2025 12:00
- S6: Likelihood and Log Likelihood — Thu 16 Oct 2025 09:00
- S7: Fitting a Straight Line 1 — Wed 22 Oct 2025 12:00
- S8: Fitting a Straight Line 2 — Thu 23 Oct 2025 09:00
- S9: Linear Regression — Wed 29 Oct 2025 12:00
- S10: Goodness of Fit — Thu 30 Oct 2025 09:00
- S11: End of Stats: Revision — Thu 06 Nov 2025 09:00
Probability
- P1: Start of Probability: Introduction — Fri 07 Nov 2025 11:00
- P2: Combinatorics and Counting — Thu 13 Nov 2025 09:00
- P3: Combining Probabilities — Thu 14 Nov 2025 11:00
- P4: Conditional Probability — Thu 20 Nov 2025 09:00
- P5: Law of Total Probability and Bayes Theorem — Fri 21 Nov 2025 11:00
- P6: Ordered Events and Expectation Values — Thu 27 Nov 2025 09:00
- P7: Discrete Distributions — Fri 28 Nov 2025 11:00
- P8: Multivariate Distributions — Thu 04 Dec 2025 09:00
- P9: Continuous Probability — Fri 05 Dec 2025 11:00
- P10: Example Distributions and Central Limit Theorem — Thu 10 Dec 2025 11:00
- P11: End of Probability: Variance Propagation — Fri 12 Dec 2025 11:00