The roadmap
Exploratory Data Analysis · 1 of 111 sections studied
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✓ Authored 6 sections of Chapter 3.
1 SCRATCHING DOWN NUMBERS (stem-and-Ieaf)
pages 20–21 · 0/7 facts mastered ·
pages 22–25 · 13 questions · ·
pages 25–30 · 15 questions · ·
pages 30–35 · 6 questions · ·
pages 35–39 · 16 questions · ·
pages 39–44 · 12 questions · ·
pages 44–46 · 10 questions · ·
2 SCHEMATIC SUMMARIES (pictures and numbers)
pages 48–51 · 12 questions · ·
pages 51–58 · 12 questions · ·
pages 58–62 · 10 questions · ·
pages 62–68 · 16 questions · ·
pages 68–72 · 15 questions · ·
pages 72–76 · 14 questions · ·
3 EASY RE-EXPRESSION
pages 78–83 · 15 questions · ·
pages 83–88 · 13 questions · ·
pages 88–98 · 13 questions · ·
pages 98–102 · 14 questions · ·
pages 102–111 · 11 questions · ·
pages 111–116 · 16 questions · ·
4 EFFECTIVE COMPARISON (including well-chosen expression)
4A Alternative forms of display of summaries / 4B Comparing several batches (continued)not authored
pages 118–124 · ·
4C A more extensive examplenot authored
pages 124–129 · ·
4D The meaning of comparison / 4E Adjustments, rough and exactnot authored
pages 129–132 · ·
4F Residuals / 4H How far have we come?not authored
pages 132–135 · ·
4P Additional problemsnot authored
pages 135–144 · ·
5 PLOTS OF RELATIONSHIP
5A How to plot y against xnot authored
pages 145–150 · ·
5B Looking at subtractionnot authored
pages 150–154 · ·
5C Subtracting straight linesnot authored
pages 154–160 · ·
5D Plotting the population of the U.S.A.not authored
pages 160–167 · ·
5E Plotting the ratio of births to deathsnot authored
pages 167–173 · ·
5F Untilting defines "tilt" / 5H How far have we come?not authored
pages 173–176 · ·
5P Additional problemsnot authored
pages 176–188 · ·
6 STRAIGHTENING OUT PLOTS (using three points)
6A Looking at three points / 6B Re-expressing y alonenot authored
pages 190–194 · ·
6C Re-expressing x alonenot authored
pages 194–200 · ·
6D A braking examplenot authored
pages 200–206 · ·
6E The vapor pressure of H2O / 6F Re-expressing the second variablenot authored
pages 206–212 · ·
6G Wise change of origin as a preliminary / 6H How far have we come?not authored
pages 212–218 · ·
6P Additional problems (1)not authored
pages 218–224 · ·
6P Additional problems (2)not authored
pages 218–224 · ·
7 SMOOTHING SEQUENCES
7A Medians of 3 / 7B Eye resmoothingnot authored
pages 229–235 · ·
7C Looking aheadnot authored
pages 235–240 · ·
7D Copying-on--and more, usually. / 7E Blurring the smooth--and setting the fencesnot authored
pages 240–246 · ·
7F Splitting peaks and valleysnot authored
pages 246–250 · ·
7G Hanningnot authored
pages 250–254 · ·
7H How far have we come? (1)not authored
pages 254–256 · ·
7H How far have we come? (2)not authored
pages 254–256 · ·
8 PARALLEL AND WANDERING SCHEMATIC PLOTS
8A Parallel schematic plotsnot authored
pages 284–293 · ·
8B Smoothing the cross-medians / 8C Smoothing broken hingesnot authored
pages 293–298 · ·
8D Dealing with the two questionsnot authored
pages 298–302 · ·
8E Wandering schematic plots / 8F A more demanding example: Governor's salary and bank depositsnot authored
pages 302–317 · ·
8G Further questions/analysis in the examplenot authored
pages 317–325 · ·
8H How far have we come? / 8I The need to smooth both coordinates (optional)not authored
pages 325–328 · ·
9 DELINEATIONS OF BATCHES OF POINTS
9A E-traces and D-traces / 9B Simple delineation--Twin Riyers again / 9C Reduced and schematic delineationsnot authored
pages 328–338 · ·
9D What our schematic plots and delineations have missed / 9E Three variables at once--or morenot authored
pages 338–348 · ·
9H How far have we come?not authored
pages 348–350 · ·
10 USING TWO-WAY ANALYSES
1OA Two-way residuals; row-PLUS-column analysisnot authored
pages 351–356 · ·
1OB The row-PLUS-column fitnot authored
pages 356–362 · ·
10C Some points of technique / 10D Row-TIMES-column analysisnot authored
pages 362–368 · ·
10E Looking at row-PLUS-column fits and their residualsnot authored
pages 368–371 · ·
10F Fitting one more constantnot authored
pages 371–377 · ·
1OG Converting PLUS to TIMES; re-expression / 10H How far have we come?not authored
pages 377–381 · ·
11 MAKING TWO-WAY ANALYSES
11A Taking medians outnot authored
pages 382–391 · ·
11B Alternative organizations of the arithmetic / 11C Making the core of a two-way plotnot authored
pages 391–397 · ·
11D Going on with the residuals / 11E Coding residuals; condensing fits and residualsnot authored
pages 397–409 · ·
11F We can combine!not authored
pages 409–415 · ·
11G Guidance for expressionnot authored
pages 415–418 · ·
11H How far have we come? (1)not authored
pages 418–420 · ·
11H How far have we come? (2)not authored
pages 418–420 · ·
12 ADVANCED FITS
12A PLUS-one fitsnot authored
pages 440–443 · ·
12B Pictures for "-PLUS-one" fits / 12C Making those picturesnot authored
pages 443–450 · ·
12D Sometimes we can have parallel-line plots, still / 12E More extended fitsnot authored
pages 450–457 · ·
12F Simplification is sometimes possible / 12H How far have we come?not authored
pages 457–462 · ·
13 THREE-WAY FITS
13A Three- and more-way analyses: Arrangement and taggingnot authored
pages 462–467 · ·
13B An analysis of the psychological examplenot authored
pages 467–471 · ·
13C Making three-way analysesnot authored
pages 471–477 · ·
13D Three-way re-expression / 13E More about the examplenot authored
pages 477–484 · ·
13H How far have we come?not authored
pages 484–485 · ·
14 LOOKING IN TWO OR MORE WAYS AT BATCHES OF POINTS
14A Coordinates and level tracesnot authored
pages 486–489 · ·
14B Different middle traces for the same slicesnot authored
pages 489–494 · ·
14C An explanation / 14D Changing the slicing coordinatenot authored
pages 494–500 · ·
14E What matters? / 14F Rematching and strength of relationshipnot authored
pages 500–510 · ·
14H How far have we come? / 14I The ubiquity of medians (optional section)not authored
pages 510–513 · ·
15 COUNTED FRACTIONS
15A Started counts and counted fractions / 15B Three matched scales for counted fractionsnot authored
pages 515–521 · ·
15C Quicker calculationnot authored
pages 521–527 · ·
15D Examples where careful expression clearly pays offnot authored
pages 527–532 · ·
15E Double folding--the 2 x 2 casenot authored
pages 532–535 · ·
15F Double folding--Iarger casesnot authored
pages 535–539 · ·
15G Easy froots and flogs with a slide rule (optional) / 15H How far have we come?not authored
pages 539–542 · ·
16 BETTER SMOOTHING
16A Reroughing / 16B Some examplesnot authored
pages 542–550 · ·
16C If we want things still smoother / 16D Further possibilities / 16H How far have we come?not authored
pages 550–562 · ·
17 COUNTS in BIN after BIN
17A Root smooth and root rough'not authored
pages 562–569 · ·
17B Counts of basic countsnot authored
pages 569–574 · ·
17C Fitting to smoothed rootsnot authored
pages 574–580 · ·
17D Com borers, wheat prices, and Student's simulationsnot authored
pages 580–589 · ·
17E Bins of unequal widthnot authored
pages 589–595 · ·
17F Double rootsnot authored
pages 595–601 · ·
17G Cautionary examplesnot authored
pages 601–606 · ·
17H How far have we come?not authored
pages 606–607 · ·
18 PRODUCT-RATIO PLOTS
18A Sizes and countsnot authored
pages 608–613 · ·
18B Product-ratio analysis / 18C Forcing the unusual to be noticednot authored
pages 613–621 · ·
18D Comparisons between collections / 18E Looking at the smallest basic countnot authored
pages 621–624 · ·
18F When zeros are counted / 18G Under the microscopenot authored
pages 624–631 · ·
18H How far have we come?not authored
pages 631–633 · ·
19 SHAPES OF DISTRIBUTION
19A Looking at shapes of distributionnot authored
pages 635–642 · ·
19B The Gaussian reference / 19C Using letter values to look at shapes of distribution (1)not authored
pages 642–656 · ·
19B The Gaussian reference / 19C Using letter values to look at shapes of distribution (2)not authored
pages 642–656 · ·
19D Pushback technique (optional section)not authored
pages 656–663 · ·
19H How far have we come?not authored
pages 663–665 · ·
20 MATHEMATICAL DISTRIBUTIONS
20A Binnings vs. distributionsnot authored
pages 667–670 · ·
20B Densities for distributions vs. densities for binnings / 20C Tables and pictures comparing two sets of shapes of distributions / 20H How far have we come?not authored
pages 670–681 · ·
21 POSTSCRIPT
21A Our relationship to the computer / 21B What has been omitted?not authored
pages 682–684 · ·
21C How should the past chapters look different? / 21D What have we been introduced to?not authored
pages 684–686 · ·
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