Share of some other race, not Hispanic and Friending clustering
Across 948 counties, Share of some other race, not Hispanic and Friending clustering have a link of -0.63, on a scale from −1 (opposite) to +1 (in step). But compare places with the same population density, income and education, and a weak link of -0.20 remains. Most of the first figure came from both measures following how urban, rich and educated a place is, not from a link with each other.
Mostly gone after adjusting
Every place, plotted
One dot for each place reporting both measures. Hover over or tap a dot to see its name and values. The thin line is the straight line that best fits the dots. The bold line, shown for counties, is the link after adjusting for density, income and education. A dot far from the lines is a place that does not follow the pattern.
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What each measure is
Share of some other race, not Hispanic
The percentage of residents who report some other race alone and are not Hispanic. It is small almost everywhere. It is included so the eight shares cover everyone, with nobody left over.
Census ACS 5-year · ACS table B03002_008, divided by total population
Friending clustering
How often a person's friends are also friends with each other. It shows how tight-knit the local network is, which is separate from how far it reaches across income groups.
Social Capital Atlas · Opportunity Insights clustering_county
Highest and lowest
Where each measure is highest and lowest among the places reporting both (2023), with the other measure beside it. This is shown for every size of place where both are published. Metro-area values are added up from their counties. A measure that cannot be added up across counties, such as a middle value (median), has no metro figure. Counts are shown per 1,000 residents, since raw totals would only list the largest places. Cities and towns and ZIP codes are shown where the Census survey or the CDC publishes them; most other sources stop at the county. They are shown for places of 5,000 residents or more, and only where the survey’s margin of error is small enough for the figure to be usable. The CDC publishes its health estimates for cities in a version adjusted for age, so places with older or younger people can be compared fairly, but not for ZIP codes.
Counties
By share of some other race, not Hispanic
| Share of some other race, not Hispanic | Friending clustering | |
|---|---|---|
| Highest | ||
| Plymouth County, MA | 2.52% | 0.102 |
| Queens County, NY | 2.26% | 0.0789 |
| Schenectady County, NY | 1.69% | 0.0935 |
| Bristol County, MA | 1.63% | 0.0963 |
| Essex County, NJ | 1.43% | 0.0845 |
| Lowest | ||
| San Juan County, CO | 0% | 0.0825 |
| Saguache County, CO | 0% | 0.1 |
| Rio Blanco County, CO | 0% | 0.118 |
| Kiowa County, CO | 0% | 0.131 |
| Jackson County, CO | 0% | 0.0998 |
By friending clustering
| Share of some other race, not Hispanic | Friending clustering | |
|---|---|---|
| Highest | ||
| Kusilvak Census Area, AK | 0% | 0.261 |
| Nome Census Area, AK | 0% | 0.235 |
| Northwest Arctic Borough, AK | 0% | 0.228 |
| Bethel Census Area, AK | 0% | 0.221 |
| Sharkey County, MS | 0% | 0.215 |
| Lowest | ||
| Bronx County, NY | 0.995% | 0.0716 |
| Osceola County, FL | 0.827% | 0.0734 |
| Utah County, UT | 0.275% | 0.0758 |
| Kings County, NY | 0.981% | 0.0759 |
| Bernalillo County, NM | 0.658% | 0.0761 |
States — Friending clustering is not published for states
By share of some other race, not Hispanic
| Share of some other race, not Hispanic | Friending clustering | |
|---|---|---|
| Highest | ||
| Massachusetts | 1.15% | — |
| New York | 0.901% | — |
| Rhode Island | 0.773% | — |
| New Jersey | 0.751% | — |
| Connecticut | 0.728% | — |
| Lowest | ||
| Puerto Rico | 0.136% | — |
| North Dakota | 0.245% | — |
| Iowa | 0.248% | — |
| Arkansas | 0.257% | — |
| Kentucky | 0.263% | — |
Metro areas
By share of some other race, not Hispanic
| Share of some other race, not Hispanic | Friending clustering | |
|---|---|---|
| Highest | ||
| East Stroudsburg, PA | 1.4% | 0.0985 |
| Barnstable Town, MA | 1.25% | 0.107 |
| Cheyenne, WY | 1.23% | 0.0872 |
| Kingston, NY | 1.23% | 0.109 |
| Providence-Warwick, RI-MA | 1.22% | 0.0948 |
| Lowest | ||
| Zapata, TX | 0% | 0.182 |
| Weirton-Steubenville, WV-OH | 0% | 0.119 |
| Weatherford, OK | 0% | 0.107 |
| Victoria, TX | 0% | 0.0961 |
| Vernon, TX | 0% | 0.136 |
By friending clustering
| Share of some other race, not Hispanic | Friending clustering | |
|---|---|---|
| Highest | ||
| Zapata, TX | 0% | 0.182 |
| Natchez, MS-LA | 0% | 0.176 |
| Grenada, MS | 0% | 0.154 |
| St. Marys, PA | 0% | 0.154 |
| Americus, GA | 0% | 0.154 |
| Lowest | ||
| Las Vegas-Henderson-North Las Vegas, NV | 0.563% | 0.0763 |
| Provo-Orem-Lehi, UT | 0.27% | 0.077 |
| El Paso, TX | 0.206% | 0.0772 |
| Colorado Springs, CO | 0.505% | 0.0784 |
| Orlando-Kissimmee-Sanford, FL | 0.809% | 0.0786 |
Cities and towns — Friending clustering is not published for cities and towns
By share of some other race, not Hispanic
| Share of some other race, not Hispanic | Friending clustering | |
|---|---|---|
| Highest | ||
| Brockton city, MA | 6.8% | — |
| Framingham city, MA | 6.26% | — |
| New Bedford city, MA | 4.17% | — |
| Milford CDP, MA | 4.08% | — |
| Marlborough city, MA | 3.91% | — |
| Lowest | ||
| Terryville CDP, CT | 0% | — |
| Southwood Acres CDP, CT | 0% | — |
| Sandy Hook CDP, CT | 0% | — |
| Ridgefield CDP, CT | 0% | — |
| Pawcatuck CDP, CT | 0% | — |
ZIP codes — Friending clustering is not published for ZIP codes
By share of some other race, not Hispanic
| Share of some other race, not Hispanic | Friending clustering | |
|---|---|---|
| Highest | ||
| ZIP 11419 (New York city, NY) | 19.7% | — |
| ZIP 11436 (New York city, NY) | 11.7% | — |
| ZIP 07105 (Newark city, NJ) | 8.66% | — |
| ZIP 01702 (Framingham city, MA) | 8.45% | — |
| ZIP 11420 (New York city, NY) | 8.4% | — |
| Lowest | ||
| ZIP 08867 (Hunterdon County, NJ) | 0% | — |
| ZIP 08853 (Neshanic Station CDP, NJ) | 0% | — |
| ZIP 08833 (Hunterdon County, NJ) | 0% | — |
| ZIP 08826 (Hunterdon County, NJ) | 0% | — |
| ZIP 08758 (Ocean County, NJ) | 0% | — |
Counties furthest from the pattern
Compared with the straight line that best fits all 960 counties: the five with far more friending clustering than their share of some other race, not Hispanic would suggest, and the five with far less.
| Share of some other race, not Hispanic | Friending clustering | |
|---|---|---|
| Above the line | ||
| Kusilvak Census Area, AK | 0% | 0.261 |
| Nome Census Area, AK | 0% | 0.235 |
| Northwest Arctic Borough, AK | 0% | 0.228 |
| Plymouth County, MA | 2.52% | 0.102 |
| Bethel Census Area, AK | 0% | 0.221 |
| Below the line | ||
| San Juan County, CO | 0% | 0.0825 |
| El Paso County, TX | 0.207% | 0.077 |
| Utah County, UT | 0.275% | 0.0758 |
| Onslow County, NC | 0.125% | 0.0841 |
| Nueces County, TX | 0.214% | 0.0831 |
Two series, one county
Both measures over time for a county you pick. The two charts are stacked, so they share only the years along the bottom. You can pick from the thirty largest counties reporting both. This panel covers 2010–2024, and a measure published only once shows as a single dot.
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Every version of the link
Each row measures the same link, from −1 to +1, in a different way. If the rows mostly agree, the link does not depend on one choice of method.
| Before adjusting for anything | -0.626 | 948 counties reporting both |
| After adjusting for density, income and education | -0.200 | the part of the link that is not just how urban, rich and educated a place is |
| Also adjusting for population size | -0.125 | size taken out as well as density |
| Also comparing only within each state | -0.185 | each county is compared only with others in its own state, so this is no longer a comparison between states |
| Giving bigger counties more weight | -0.014 | the adjusted link for the average resident rather than the average county. With this weighting, the data counts for about 159 equally weighted counties |
| Middle value inside single states | -0.698 | the link worked out inside each of 20 states with at least 20 counties reporting |
| Using ranks, after adjusting | -0.327 | uses each county’s rank, not its value, so a few extreme counties cannot create the link |
How much to believe it
Could it be chance?
The p-value is the chance of seeing a link this strong if there were really none. A value of 0.05 or less means the link is unlikely to be chance. Very small values are written in short form: 3.1e-16 means 0.00000000000000031, and the bigger the number after “e-”, the smaller the value. Treating every county as a separate case gives p = 5.4e-10. But counties in the same state tend to resemble each other, so the better figure allows for that: p = 0.004. The site tested 20,910 pairs, and testing so many turns up some flukes. The q-value allows for that too. For this pair it is 1.2e-9.
Do nearby places look alike?
Moran’s I measures how much nearby places look alike: 0 means no map pattern, and higher means neighbours are more similar. For the part of each county that the adjustment leaves unexplained, it is +0.42 (p = 0.001). That unexplained part still clusters on the map. So some regional factor shared by both measures is not accounted for.
Did they change together?
Not measurable: at least one of these is published for too few of the years a change needs (2014–2019 or 2019–2023), or for too few counties in both.
Related pairs
- Friending clustering and Homicide rate, annual — +0.48
- Share Black, not Hispanic and Friending clustering — +0.43
- Routine checkup in the past year and Friending clustering — +0.42
- Homicide rate and Friending clustering — +0.41
- Taking blood pressure medication and Friending clustering — +0.41
- High blood pressure and Friending clustering — +0.39
- Current cigarette smoking and Friending clustering — +0.37
- Stroke and Friending clustering — +0.36
Association only. Nothing here shows that either measure changes the other. This describes counties, not the people in them. Two measures going together across places does not mean the same people have both. How the US county data works · Explore Share of some other race, not Hispanic and Friending clustering