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Jemoka committed Sep 19, 2024
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7 changes: 7 additions & 0 deletions content/posts/KBhjack_pokes_around_fhir.md
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title = "Jack Pokes Around Cerner's FHIR"
author = ["Houjun Liu"]
draft = false
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<https://fhir-ehr-code.cerner.com/r4/ec2458f2-1e24-41c8-b71b-0e701af7583d/.well-known/smart-configuration>
6 changes: 3 additions & 3 deletions content/posts/KBhresearch_index.md
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Expand Up @@ -98,9 +98,9 @@ I'm broadly interested in ****Natural Language Processing**** and ****Speech Lan

## Teaching {#teaching}

- 2023- Teaching Assistant, Stanford Association for Computing Machinery (ACM) Chapter
- 2022-2023 Head TA (co-instructor and summer lecturer) at [AIFS AIBridge](https://www.jemoka.com/posts/kbhaibridge_course_website/), a program funded by UC Davis Food Science
- 2021-2023 Co-Developer, Research@Nueva, a high-school science education program
- Fall quarter, 2024 - TA, CS238, Stanford
- All year, 2024 - TA, ACM Chapter, Stanford
- Summer quarter, 2024 - Head TA, [AIFS AIBridge](https://www.jemoka.com/posts/kbhaibridge_course_website/), UC Davis


## Course Notes {#course-notes}
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6 changes: 3 additions & 3 deletions content/posts/KBhsu_cs238_sep252024.md
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Expand Up @@ -93,11 +93,11 @@ Recall a result from set theory: if \\(E \subseteq F\\), \\(F = E \cup (E^{C} \c
Then, we have:

\begin{align}
P(F) &= P(E \union (E^{C} \cup F)) \\\\
&= P(E) + P(E^{C} \cup F)
P(F) &= P(E \cup (E^{C} \cap F)) \\\\
&= P(E) + P(E^{C} \cap F)
\end{align}

\\(P(E^{C} \cup F) \geq 0\\), so:
\\(P(E^{C} \cap F) \geq 0\\), so:

\begin{equation}
P(F) \geq P(E)
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