Skip to content

Commit 2bf9322

Browse files
committed
Spelling errors
1 parent 9e75348 commit 2bf9322

File tree

2 files changed

+10
-10
lines changed

2 files changed

+10
-10
lines changed

examples/statistical_rethinking_lectures/19-Generalized_Linear_Madness.ipynb

Lines changed: 5 additions & 5 deletions
Original file line numberDiff line numberDiff line change
@@ -69,8 +69,8 @@
6969
" - Taller humans have more volume that shorter humans\n",
7070
" - Thus taller humans weight more (I know this is super-basic, that's the point)\n",
7171
"- Thus the weight of a human falls back on simple physics: **the shape of a human determines their mass, and thus their weight**\n",
72-
"- We can model the **shape** of a human in lots, of ways, but the simplest (albeit cartoonish) is probabily as a cylindar.\n",
73-
" - rare that people are wider than they are tall -- we can model radius of cylindar as proportion of height\n",
72+
"- We can model the **shape** of a human in lots, of ways, but the simplest (albeit cartoonish) is probabily as a cylinder.\n",
73+
" - rare that people are wider than they are tall -- we can model radius of cylinder as proportion of height\n",
7474
" - push statistical estimation as far down the analysis pipeline as possible\n",
7575
"\n",
7676
"### Cartoonish Scientific model\n",
@@ -80,7 +80,7 @@
8080
"\n",
8181
"$$\n",
8282
"\\begin{align*}\n",
83-
"V &= \\pi r^2 h &\\text{Volume of cylindar} \\\\\n",
83+
"V &= \\pi r^2 h &\\text{Volume of cylinder} \\\\\n",
8484
"V &= \\pi (ph)^2 h &\\text{radius as proportion of height, } p \\\\\n",
8585
"W &= kV = k\\pi (ph)^2 h &\\text{converting volume to weight} \\\\\n",
8686
"W &= k\\pi p^2 h^3 \\\\\n",
@@ -625,7 +625,7 @@
625625
"metadata": {},
626626
"source": [
627627
"### Insightful errors\n",
628-
"- not bad for a cylindar\n",
628+
"- not bad for a cylinder\n",
629629
"- poor fit for children\n",
630630
"- in scientific model, errors are informative\n",
631631
" - likely $p$ is different for children"
@@ -710,7 +710,7 @@
710710
"id": "51a1ebb0-e3be-42a7-8cbc-c4f563e774a0",
711711
"metadata": {},
712712
"source": [
713-
"### Fit the dimensionless cylindar model\n",
713+
"### Fit the dimensionless cylinder model\n",
714714
"\n",
715715
"$$\n",
716716
"\\begin{align*}\n",

examples/statistical_rethinking_lectures/19-Generalized_Linear_Madness.myst.md

Lines changed: 5 additions & 5 deletions
Original file line numberDiff line numberDiff line change
@@ -62,8 +62,8 @@ style.use(STYLE)
6262
- Taller humans have more volume that shorter humans
6363
- Thus taller humans weight more (I know this is super-basic, that's the point)
6464
- Thus the weight of a human falls back on simple physics: **the shape of a human determines their mass, and thus their weight**
65-
- We can model the **shape** of a human in lots, of ways, but the simplest (albeit cartoonish) is probabily as a cylindar.
66-
- rare that people are wider than they are tall -- we can model radius of cylindar as proportion of height
65+
- We can model the **shape** of a human in lots, of ways, but the simplest (albeit cartoonish) is probabily as a cylinder.
66+
- rare that people are wider than they are tall -- we can model radius of cylinder as proportion of height
6767
- push statistical estimation as far down the analysis pipeline as possible
6868

6969
### Cartoonish Scientific model
@@ -73,7 +73,7 @@ style.use(STYLE)
7373

7474
$$
7575
\begin{align*}
76-
V &= \pi r^2 h &\text{Volume of cylindar} \\
76+
V &= \pi r^2 h &\text{Volume of cylinder} \\
7777
V &= \pi (ph)^2 h &\text{radius as proportion of height, } p \\
7878
W &= kV = k\pi (ph)^2 h &\text{converting volume to weight} \\
7979
W &= k\pi p^2 h^3 \\
@@ -276,7 +276,7 @@ plot_cylinder_model_posterior(cylinder_model, cylinder_inference);
276276
```
277277

278278
### Insightful errors
279-
- not bad for a cylindar
279+
- not bad for a cylinder
280280
- poor fit for children
281281
- in scientific model, errors are informative
282282
- likely $p$ is different for children
@@ -330,7 +330,7 @@ Thus the parameter $\theta = k p^2$ is just a constant, $1/\pi$, so **there are
330330

331331
+++
332332

333-
### Fit the dimensionless cylindar model
333+
### Fit the dimensionless cylinder model
334334

335335
$$
336336
\begin{align*}

0 commit comments

Comments
 (0)