1. JSON-stat
a simple light standard
for all kinds of data disseminators
Xavier Badosa
@badosa
http://xavierbadosa.com
http://json-stat.org
December, 2015

2. a simple light standard
for all kinds of data disseminators
Who needs to disseminate data?

3. Who needs to disseminate data?
Nowadays? Everybody!
Of course!
NSOs*
Central Banks
Intl. orgs
* National Statistical Offices
Companies
The media
Citizens…
But also
NGOs
a simple light standard
for all kinds of data disseminators

4. How is data usually disseminated?
a simple light standard
for all kinds of data disseminators

5. How is data usually disseminated?
intableform

6. intableform

7. Wherever there’s data
addressed to humans
there is (usually) a table

8. plain old tables
Why are tables so popular?

9. Why are tables so popular?
a display device
Tablesare

10. a display device
with analytical features

11. an abbreviation, a compressor
a metadata saver

12. a cube model
that avoids
repeating
metadata
for every cell
an abbreviation, a compressor
a metadata saver

13. Cubic
Thinking
Describe data
in dimension terms

14. Simple, for everybody? How?
a simple light standard
for all kinds of data disseminators

15. Simple, for everybody? How?
If you managed to disseminate data
for humans in tables, you should be
able to do it for machines with no effort!
a simple light standard
for all kinds of data disseminators

16. JSON is a data format used in
most APIs. It can include data
and metadata in a single doc.
Simple, for everybody? How?
In JSON.

17. Using a very simple cube model
that mimics a plain old table.
Simple, for everybody? How?
In JSON-stat.

18. A Canadian Example

19. table

20. data

21. What’s the simplest way to express these data in JSON?

22. [
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anarray
(flat)
What’s the simplest way to express these data in JSON?

23. [
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Basic metadata?

24. [
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"value" :
"class" : "dataset",
"label" : "Population by sex and age group. Canada. 2012",
"source" : "Statistics Canada, CANSIM, table 051-0001",
"updated" : "2012-09-27",
}
{

25. [
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"value" :
}
{
"id" : [ "country" , "year" , "age" , "concept" , "sex" ],
"size" : [ 1 , 1 , 20 , 2 , 3 ],
"class" : "dataset",
"label" : "Population by sex and age group. Canada. 2012",
"source" : "Statistics Canada, CANSIM, table 051-0001",
"updated" : "2012-09-27",
"dimension" : { … }
id and size are needed to “unflatten” the value array.

26. ,
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"id" : [ "country" , "year" , "age" , "concept" , "sex" ],
"size" : [ 1 , 1 , 20 , 2 , 3 ],
"dimension" : { … }
id and size are needed to “unflatten” the value array.
Method: Row-major order
In computing, row-major order and column-
major order describe methods for arranging
multidimensional arrays in linear storage such
as memory.

27. value
note/source/updated
label

28. dimension

29. age
dimension

30. age 20 categories
dimension
Size

31. age
Role
20 class
dimension
Size

32. age
concept
20
2
class
metric
dimension
RoleSize

33. age
concept
sex
20
2
3
class
metric
class
dimension
RoleSize

34. age
concept
sex
country
20
2
3
1
class
metric
class
geo
dimension
RoleSize

35. age
concept
sex
country
year
20
2
3
1
1
class
metric
class
geo
time
dimension
RoleSize

37. Persons (thousands)
2012
Canada

38. [
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To make sense of this array, dimensions must be ordered.

39. [
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["country", "year", "age", "concept", "sex"]
To make sense of this array, dimensions must be ordered.

40. ["country", "year", "age", "concept", "sex"]
Criterion:
What does not change, first.
To make sense of this array, dimensions must be ordered.
(Position of dimensions of size 1 is irrelevant.)

41. country
year
age
concept
sex
CA CA CA CA CA CA
2012 2012 2012 2012 2012 2012
Total Total Total Total Total Total
Persons Persons Persons % % %
Total TotalM M FF
What does not change, first.

42. "value" : [ … ]
}
{
"version" : "2.0",
"class" : "dataset",
"label" : "Population by sex and age group. Canada. 2012",
"source" : "Statistics Canada, CANSIM, table 051-0001",
"updated" : "2012-09-27",
"id" : [ "country" , "year" , "age" , "concept" , "sex" ],
"size" : [ 1 , 1 , 20 , 2 , 3 ],
"role" : { "time" : ["year"] , "geo" : ["country"] , "metric" : ["concept"] },
"dimension" : { … }

43. "value" : [ … ]
}
{
"id" : [ "country" , "year" , "age" , "concept" , "sex" ],
"size" : [ 1 , 1 , 20 , 2 , 3 ],
"role" : { "time" : ["year"] , "geo" : ["country"] , "metric" : ["concept"] },
"dimension" : {
"country" : { … },
"year" : { … },
"age" : { … },
"concept" : { … },
"sex" : { … }
}
"version" : "2.0",
"class" : "dataset",
"label" : "Population by sex and age group. Canada. 2012",
"source" : "Statistics Canada, CANSIM, table 051-0001",
"updated" : "2012-09-27",

44. country
year
age
concept
sex
CA CA CA CA CA CA
2012 2012 2012 2012 2012 2012
Total Total Total Total Total Total
Persons Persons Persons % % %
Total TotalM M FF

45. "value" : [ … ]
}
{
"id" : [ "country" , "year" , "age" , "concept" , "sex" ],
"size" : [ 1 , 1 , 20 , 2 , 3 ],
"role" : { "time" : ["year"] , "geo" : ["country"] , "metric" : ["concept"] },
"dimension" : {
"country" : { … },
"year" : { … },
"age" : { … },
"concept" : { … },
"sex" : { … }
}
"version" : "2.0",
"class" : "dataset",
"label" : "Population by sex and age group. Canada. 2012",
"source" : "Statistics Canada, CANSIM, table 051-0001",
"updated" : "2012-09-27",

46. "sex" : {
"label" : "sex",
"category" : {
"index" : ["T", "M", "F"],
"label" : {
"T" : "Total",
"M" : "Male",
"F" : "Female"
}
}
}

47. "sex" : {
"label" : "sex",
"category" : {
"index" : ["T", "M", "F"],
"label" : {
"T" : "Total",
"M" : "Male",
"F" : "Female"
}
}
}
{"T" : 0, "M" : 1, "F" : 2},
Also accepted
(faster access)*
* See “Arrays vs. Objects”
http://bl.ocks.org/5708161

48. The “unflattening” problem

49. The “unflattening” problem
from
dimension
positions
[0,0,7,0,2]

50. The “unflattening” problem
from
dimension
positions
to value
position
44[0,0,7,0,2]

51. [
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["country", "year", "age", "concept", "sex"]

52. [
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["country", "year", "age", "concept", "sex"]
0 1 2 3 4 5…
44
…120

53. Persons (thousands)
2012
Canada
["country", "year", "age", "concept", "sex"]
0
0
0 is the first position
(first category of the dimension)

54. Persons (thousands)
2012
Canada
["country", "year", "age", "concept", "sex"]
0
0
0
1
2
3
4
5
6
7

55. Persons (thousands)
2012
Canada
["country", "year", "age", "concept", "sex"]
0
0
0 1
0

56. Persons (thousands)
2012
Canada
["country", "year", "age", "concept", "sex"]
0
0
0
0 1 2

57. Persons (thousands)
2012
Canada
["country", "year", "age", "concept", "sex"]
0
0
0
[0, 0, 7, 0, 2] → 44

58. 2012
Canada
["country", "year", "age", "concept", "sex"]
0
0
0
[ 1, 1, 20, 2, 3 ]
Persons (thousands)
(Size)
[0, 0, 7, 0, 2] → 44

59. The“unflattening” problem
["country", "year", "age", "concept", "sex"]
[ 1, 1, 20, 2, 3 ]
[0, 0, 7, 0, 2] → 44

60. The“unflattening” problem
["country", "year", "age", "concept", "sex"]
[ 1, 1, 20, 2, 3 ]
It’s a simple
mathematical
problem
Compute value
position using
dimension
position & size
[0, 0, 7, 0, 2] → 44

61. Lost in cells?
Method: Row-major order
In computing, row-major order and column-
major order describe methods for arranging
multidimensional arrays in linear storage such
as memory.

62. Lost in cells?
There’s a Javascript library that
takes care of this.

63. Lost in cells?
Are you a coder? Do you want to
develop your own library?
arr2num(
[0,0,7,0,2],
[1,1,20,2,3]
)
44

64. Lost in cells?
Here’s a simple solution to
the “unflattening” problem.
function arr2num( arr, size ){
for(var i=0, num=0, mult=1, ndims=size.length; i<ndims; i++){
mult*=(i>0) ? size[ndims-i] : 1;
num+=mult*arr[ndims-i-1];
}
return num;
}
arr2num(
[0,0,7,0,2],
[1,1,20,2,3]
)
44

65. Lost in cells?
Or check the sample code section
at http://json-stat.org/tools/
function arr2num( arr, size ){
for(var i=0, num=0, mult=1, ndims=size.length; i<ndims; i++){
mult*=(i>0) ? size[ndims-i] : 1;
num+=mult*arr[ndims-i-1];
}
return num;
}

66. The JSON-stat
Ecosystem
format
libs
conn.
schema

67. thank you

68. all pictures from
Blocks picture in slide 1: Soma, by Dru! (CC BY-NC)
Cubic head in slide 13: Portrait by Thomas Leth-Olsen (CC BY)
Rubik’s Cube in slide 18: BW Rubik’s Cube,
by Gerwin Sturm (CC BY-SA)
Shiny cube in slide 48: SONY DSC, by Javier
Manso (CC BY-NC-SA)
Walking girl in slide 61: Sterile, by Lee
Nachtigal (CC BY)
Atomium in slide 66: Fighting Gravity –
Atomium, Brussels, by Jan Faborsky
(CC BY-NC-ND)
Eggs in slide 77: Eggs n. 3, by Leonardo
D’Amico (CC BY-SA-ND)