Created
January 17, 2021 13:43
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Search in matrix with Phyton
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w, h = 8, 5; | |
# le prime due quadre interne creano un array di W posti riempito di zeri (asse x), questo stesso array è poi usato come valore per riempire H posti (asse y) formando una matrice bidimensionale. | |
MatrixTest1 = [[0 for x in range(w)] for y in range(h)] | |
MatrixTest2 = [[0 for x in range(w)] for y in range(h)] | |
MatrixTest3 = [[0 for x in range(w)] for y in range(h)] | |
MatrixTest1[0][0] = 2 | |
MatrixTest1[0][1] = 2 | |
MatrixTest1[4][6] = 3 | |
MatrixTest1[2][3] = 4 | |
MatrixTest2[0][0] = 3 | |
MatrixTest2[0][1] = 2 | |
MatrixTest2[4][6] = 3 | |
MatrixTest2[2][3] = 3 | |
MatrixTest3[0][0] = 4 | |
MatrixTest3[0][1] = 4 | |
MatrixTest3[4][6] = 4 | |
MatrixTest3[2][3] = 4 | |
def cercaInMatrice(n,m): | |
count = 0; | |
for row in m: | |
for cell in row: | |
if cell == n: | |
count = count + 1 | |
return bool(count == n) | |
#Usa per test 1 | |
print(cercaInMatrice(2,MatrixTest1)) | |
#Usa per test 2 | |
print(cercaInMatrice(3,MatrixTest2)) | |
#Usa per test 3 | |
print(cercaInMatrice(4,MatrixTest3)) |
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