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pep8 fixes

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+331

-290

lines changed

agregation-option-calcul-formel/media
conf.py
demo-montrealpython-2010.rst
mocksage/combinat
- demo_algebraic_combinatorics.py
- words
  - demo.py
tutorial-start-here.rst
tutorial-symmetric-functions.rst

16 files changed

+331

-290

lines changed

`‎agregation-option-calcul-formel/media/GroupeSymetrique-correction.py`

Lines changed: 15 additions & 10 deletions

Original file line number	Diff line number	Diff line change
`@@ -9,6 +9,7 @@`
`9`	`9`
`10`	`10`	`from sage.misc.misc_c import prod`
`11`	`11`
	`12`	`+`
`12`	`13`	`def p(k, poids):`
`13`	`14`	`r"""`
`14`	`15`	Calcule `p_k` à partir de la liste des poids des éléments de `F`.
`@@ -24,6 +25,7 @@ def p(k, poids):`
`24`	`25`	`"""`
`25`	`26`	`return sum(w**k for w in poids)`
`26`	`27`
	`28`	`+`
`27`	`29`	`def type_cyclique(sigma):`
`28`	`30`	`r"""`
`29`	`31`	`Renvoie le type cyclique de la permutation sigma`
`@@ -62,8 +64,8 @@ def type_cyclique(sigma):`
`62`	`64`
`63`	`65`
`64`	`66`	`def Polya(G, poids):`
`65`		`- """`
`66`		`- Implantation de la formule d'énumération de Pòlya`
	`67`	`+ r"""`
	`68`	`+ Implémentation de la formule d'énumération de Pòlya`
`67`	`69`
`68`	`70`	`INPUT:`
`69`	`71`
`@@ -91,9 +93,10 @@ def Polya(G, poids):`
`91`	`93`	`.. TODO:: Rajouter ici les autres exemples!`
`92`	`94`
`93`	`95`	`"""`
`94`		`- return sum(prod(p(k, poids) for k in type_cyclique(sigma))`
	`96`	`+ return sum(prod(p(k, poids) for k in type_cyclique(sigma))`
`95`	`97`	`for sigma in G) / G.cardinality()`
`96`	`98`
	`99`	`+`
`97`	`100`	`def taille_groupe(sgf):`
`98`	`101`	`r"""`
`99`	`102`	`Renvoie la taille d'un groupe de permutations`
`@@ -115,6 +118,7 @@ def taille_groupe(sgf):`
`115`	`118`	`"""`
`116`	`119`	`return prod(len(transversal) for transversal in sgf)`
`117`	`120`
	`121`	`+`
`118`	`122`	`def liste_groupe(sgf):`
`119`	`123`	`r"""`
`120`	`124`	`Renvoie la liste des éléments d'un groupe de permutations`
`@@ -136,10 +140,11 @@ def liste_groupe(sgf):`
`136`	`140`	`"""`
`137`	`141`	`if len(sgf) == 1:`
`138`	`142`	`return sgf[0].values()`
`139`		`- else:`
`140`		`- rec = liste_groupe(sgf[:-1])`
`141`		`- transversal = sgf[-1].values()`
`142`		`- return list( r * t for r in rec for t in transversal )`
	`143`	`+`
	`144`	`+ rec = liste_groupe(sgf[:-1])`
	`145`	`+ transversal = sgf[-1].values()`
	`146`	`+ return [r * t for r in rec for t in transversal]`
	`147`	`+`
`143`	`148`
`144`	`149`	`def est_dans_groupe(sigma, sgf):`
`145`	`150`	`r"""`
`@@ -166,6 +171,6 @@ def est_dans_groupe(sigma, sgf):`
`166`	`171`	`i = len(sgf)`
`167`	`172`	`if i == 0:`
`168`	`173`	`return sigma.is_one()`
`169`		`-else:`
`170`		`- sigma = sigma * sgf[i-1][sigma(i)]`
`171`		`- return est_dans_groupe(sigma, sgf[:-1])`
	`174`	`+`
	`175`	`+ sigma = sigma * sgf[i-1][sigma(i)]`
	`176`	`+ return est_dans_groupe(sigma, sgf[:-1])`

`‎agregation-option-calcul-formel/media/GroupeSymetrique.py`

Lines changed: 6 additions & 3 deletions

Original file line number	Diff line number	Diff line change
`@@ -7,7 +7,6 @@`
`7`	`7`
`8`	`8`	`"""`
`9`	`9`
`10`		`-from sage.misc.misc_c import prod`
`11`	`10`
`12`	`11`	`def p(k, poids):`
`13`	`12`	`r"""`
`@@ -23,6 +22,7 @@ def p(k, poids):`
`23`	`22`	`0`
`24`	`23`	`"""`
`25`	`24`
	`25`	`+`
`26`	`26`	`def type_cyclique(sigma):`
`27`	`27`	`r"""`
`28`	`28`	`Renvoie le type cyclique de la permutation sigma`
`@@ -47,8 +47,8 @@ def type_cyclique(sigma):`
`47`	`47`
`48`	`48`
`49`	`49`	`def Polya(G, poids):`
`50`		`- """`
`51`		`- Implantation de la formule d'énumération de Pòlya`
	`50`	`+ r"""`
	`51`	`+ Implémentation de la formule d'énumération de Pòlya`
`52`	`52`
`53`	`53`	`INPUT:`
`54`	`54`
`@@ -77,6 +77,7 @@ def Polya(G, poids):`
`77`	`77`
`78`	`78`	`"""`
`79`	`79`
	`80`	`+`
`80`	`81`	`def taille_groupe(sgf):`
`81`	`82`	`r"""`
`82`	`83`	`Renvoie la taille d'un groupe de permutations`
`@@ -97,6 +98,7 @@ def taille_groupe(sgf):`
`97`	`98`	`.. TODO:: rajouter d'autres exemples`
`98`	`99`	`"""`
`99`	`100`
	`101`	`+`
`100`	`102`	`def liste_groupe(sgf):`
`101`	`103`	`r"""`
`102`	`104`	`Renvoie la liste des éléments d'un groupe de permutations`
`@@ -117,6 +119,7 @@ def liste_groupe(sgf):`
`117`	`119`	`.. TODO:: rajouter d'autres exemples`
`118`	`120`	`"""`
`119`	`121`
	`122`	`+`
`120`	`123`	`def est_dans_groupe(sigma, sgf):`
`121`	`124`	`r"""`
`122`	`125`	`Test d'appartenance à un groupe de permutations`

`‎agregation-option-calcul-formel/media/algebre_lineaire_anneaux.py`

Lines changed: 5 additions & 2 deletions

Original file line number	Diff line number	Diff line change
`@@ -1,6 +1,8 @@`
`1`	`1`	`"""`
`2`	`2`	`Utilities to find interesting examples for the Smith form`
`3`	`3`	`"""`
	`4`	`+from sage.all import ZZ, matrix, random_matrix`
	`5`	`+`
`4`	`6`
`5`	`7`	`def nb_steps(A):`
`6`	`8`	`"""`
`@@ -32,7 +34,8 @@ def nb_steps(A):`
`32`	`34`	`newA = echelon_droite(A)`
`33`	`35`	`return s`
`34`	`36`
`35`		`-def find_matrix_with_large_nb_stepsf(n,m, l, nb_matrices):`
	`37`	`+`
	`38`	`+def find_matrix_with_large_nb_stepsf(n, m, l, nb_matrices):`
`36`	`39`	`"""`
`37`	`40`	`Search for a matrix with large nb_steps by starting from a diagonal`
`38`	`41`	`matrix and multiplying it by two random matrices on the left and on`
`@@ -51,7 +54,7 @@ def find_matrix_with_large_nb_stepsf(n,m, l, nb_matrices):`
`51`	`54`	`"""`
`52`	`55`	`M = matrix(ZZ, n, m)`
`53`	`56`	`for i in range(len(l)):`
`54`		`- M[i,i]=l[i]`
	`57`	`+ M[i,i] =l[i]`
`55`	`58`	`max_s = 0`
`56`	`59`	`max_A = None`
`57`	`60`	`for j in range(nb_matrices):`

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Commit 911c9bc

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16 files changed

16 files changed

`‎agregation-option-calcul-formel/media/GroupeSymetrique-correction.py`

`‎agregation-option-calcul-formel/media/GroupeSymetrique.py`

`‎agregation-option-calcul-formel/media/algebre_lineaire_anneaux.py`

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