SymPy | Partition.RGS_generalized() in Python

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Linee di crescita limitate — una riga dove ogni carattere a i porta al blocco (B i ) a cui appartiene l’elemento corrispondente.

Sintassi : sympy.combinatorics.partitions.Partition.RGS_generalized ()

Ritorno: stringhe di crescita illimitate generalizzate come riga di matrice.

Codice n. 1: Esempio RGS_generalized ()

]


# Codice Python che spiega
# SymPy.RGS_generalized ()


# importa le librerie SymPy

da sympy.combinatorics.partitions import Partizione

da sympy.combinatorics.partitions import RGS_generalized


# Utilizzo del metodo sympy.combinatorics.partitions.Partition.RGS_generalized()

p < codice cla ss = "parola chiave"> = RGS_generalized ( 3 )

print ( " Riga di Matrx:" , p)

Output:

Riga di Matrx:
Matrix ([[1, 1, 1, 1], [1 , 2, 3, 0], [2, 5, 0, 0], [5, 0, 0, 0]])

Codice n. 2: Esempio RGS_generalized ( )

]


# Codice Python, esplicativo
# SymPy.RGS_generalized ()


# importa le librerie SymPy

< p> da sympy.combinatorics.partitions import Partizione

from sympy.combinatorics.partitions import RGS_generalized


# Utilizzo del metodo sympy.combinatorics.partitions.Partition.RGS_generalized ()

p = RGS_generalizzato ( - 1 )

print ( "Riga di Matrx:" , p)

< /td>

Output:

Riga di Matrice:
Matrice (0, 0, [])

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