OpenFisca is an open source software project that aims to simulate the French tax and social benefit system. It covers both taxes and benefits, allows for efficient simulations of individuals and families, and aims to be understandable. OpenFisca uses a directed acyclic graph and vectorized computations to efficiently simulate tax outcomes. It is used to improve public understanding of the tax system, design reforms, simulate personal situations, and understand the overall social system. During a hackathon, the developers worked on efficiently traversing and computing the graph, visualizing results, simplifying the graph for common situations, and transpilng the system to other languages like JavaScript.

1. Opening up the French
tax software
http://www.openfisca.fr/
https://framagit.org/openfisca
https://github.com/openfisca
@OpenFisca
Michel Blancard
michel.blancard@data.gouv.fr
PyData – June 14, 2016

2. I - What is OpenFisca?

3. Legislation
It's growing!
In French (that most French
people don't understand),
not in python!
Notices
Bulletin Officiel des Finances
Publiques-Impôts (BOFiP)
Décrets
How to compute the French tax and benefits?

4. It's complex!
4
How to compute the French tax and benefits?

5. It's complex, because the reality is complex.
Individuals
Housing
Family
Taxation
How to compute the French tax and benefits?

6. OpenFisca aims to :
●
cover both tax and benefits policies
●
be efficient
●
one family simulation
●
simulation on the whole country
●
be understandable
●
be open source
What is OpenFisca?

7. OpenFisca is used for :
●
improving readability
to the public
●
designing reforms
●
simulating one's
situation
●
understanding the tax
and social system
mes-aides.gouv.fr
Why compute the French tax and benefits?

8. OpenFisca is used for :
●
improving readability
to the public
●
designing reforms
●
simulating one's
situation
●
understanding the tax
and social system
How to compute the French taxes ?
tax difference
between/after marriage

9. OpenFisca is used for :
●
improving readability
to the public
●
designing reforms
●
simulating one's
situation
●
understanding the tax
and social system
How to compute the French taxes ?
personal simulation
ui.openfisca.fr

10. OpenFisca is used for :
●
improving readability
to the public
●
designing reforms
●
simulating one's
situation
●
understanding the
tax and social system
How to compute the French taxes ?
tax percentage as a
function of income

11. The history of OpenFisca
2011 2014 2016
2 economists
python scripts
with QT frontend
2 developers
join the project
tax calculator of the
tax administration
released
increasing
demand for an
open simulator
OpenFisca
reaches the sky
and beyond...
(see later)
France Stratégie
France Stratégie
IPP
Etalab

12. II – The French tax
calculator

13. ●
direct demand (aug 2014)
●
6 months later : seisine of the CADA
●
2 months later : positive notice from the CADA
●
2 months later : beginning of judicial proceedings
●
10 months later : release of the source code !
●
10 months later + ε : the court issues a positive decision
The quest for the source code
(want to speed up the process ? → ouvre-boite.org)

14. ●
April 1-2, 2016 at the Mozilla Fundation
●
presence of 3 Ministers
●
developers, civil servants, economists,
citizens... all sitting at the same table !
A hackathon to celebrate :
CodeImpôt

15. Preparation by Etalab and DGFiP :
●
understand the Domain Specific
Language (DSL) : M
●
parse using Clean PEG (Igor
Dejanović's Arpeggio)
●
simplify the Abstract Syntax Tree
(AST)
→ Direct Acyclic Graph of trees
Preparation
regle 10214:
application : iliad,batch ;
CSGAC = max(0,CSGC ­ CICSG);
CSNET = max(0,(CSGC + PCSG ­
CICSG ­ CSGIM)) ;
RDSAC = max(0,RDSC ­ CIRDS);
RDNET = max(0,(RDSC + PRDS ­
CIRDS ­ CRDSIM));
PRSNET = max(0,(PRSC + PPRS ­
CIPRS ­ PRSPROV)) ;
CVNAC = CVNSALC;
CVNNET = max(0,(CVNSALC + PCVN
­ COD8YT));
REGVNET = BREGV + PREGV ;
CDISAC = CDISC ;
CDISNET = max(0,(CDISC + PCDIS ­
CDISPROV)) ;
CGLOAAC = CGLOA ;
CGLOANET = max(0,(CGLOA + PGLOA­
COD8YL )) ;

16. Preparation by Etalab and DGFiP :
●
understand the Domain Specific
Language (DSL) : M
●
parse using Clean PEG (Igor
Dejanović's Arpeggio)
●
simplify the Abstract Syntax Tree
(AST)
→ Direct Acyclic Graph of trees
Preparation
comment = r'#.*'
symbol = r'w+'
symbol_enumeration = symbol
("," symbol)*
float = r'd+.d+'
integer = r'd+'
string = '"' r'[^"]*' '"'
interval = symbol ".." symbol
brackets = "[" symbol "]"
...

17. Preparation by Etalab and DGFiP :
●
understand the Domain Specific
Language (DSL) : M
●
parse using Clean PEG (Igor
Dejanović's Arpeggio)
●
simplify the Abstract Syntax Tree
(AST)
→ Direct Acyclic Graph of trees
Preparation
Python object / JSON

18. ●
Directed Acyclic Graph (DAG)
traversal (400ms)
●
Arithmetic computations at each
node (0.4ms in total for a single
simulation)
During the hackathon
Efficient computation
vs
400ms + 0.4ms = 400.4ms
for 1 simulation
400ms + 10.000x0.4ms = 4.4s
for 10.000 simulation
Long live Numpy and vectorized computations !

19. During the hackathon
Visualise

20. During the hackathon
Simplify the graph for common fiscal situations

21. During the hackathon
Transpile to other languages
var functionsMapping = {
'+':function sumTab(tabValeurs){
return tabValeurs.reduce(function(a,b){
return a+b;
});
},
'*':function mulTab(tabValeurs){
return tabValeurs.reduce(function(a,b){
return a*b;
});
},
. . .
Step 1 : Define an implementation of the operations

22. During the hackathon
Transpile to other languages
function computeFormula(node, values){
if(node.nodetype ==='symbol'){
var value = values[node.name];
if(typeof(value)==='undefined'){
value = 0;
};
return value
}else if(node.nodetype ==='float'){
return node.value;
}else if(node.nodetype==='call'){
var name = node.name;
var func = functionsMapping[name];
var args = [];
for(i in node.args){
args.push(computeFormula(node.args[i],values));
}
return func(args);
}
}
Step 2 : Code a DAG traversal

23. III – From code to data

24. II – The French tax
calculator
Tax rules vs implementation
Rule of least power
different concerns
storage
versioning
editing
speed
simplicity
(technologies
evolve fast)

25. Python Code
Quality Authority
Parsing the current code
Baron
Redbaron
Astroid Custom python
python → julia
2to3

26. The future
Tax rules
written in
DSL(s)
Unique internal
graph
representation
Implementation(s)
The glue ? Python ? A functional language ?

27. Take-away message
Language choice is not definitive !
(if you start with python)

28. Thank you !
http://www.openfisca.fr/
https://framagit.org/openfisca
https://github.com/openfisca
@OpenFisca
Michel Blancard
michel.blancard@data.gouv.fr
PyData – June 14, 2016
We are hiring !