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Insead of using strings, you can directly save the Sage object:

sage: polynomial.save('/home/pro/Desktop/polynomials.sobj')

Then you can load it as follows:

sage: P = load('/home/pro/Desktop/polynomials.sobj')

Insead of using strings, you can directly save the Sage object:

sage: polynomial.save('/home/pro/Desktop/polynomials.sobj')
polynomial.save('/home/pro/Desktop/polynomials.sobj')

sage: P = load('/home/pro/Desktop/polynomials.sobj')
load('/home/pro/Desktop/polynomials.sobj')

Insead of using strings, you can directly save the Sage object:

sage: polynomial.save('/home/pro/Desktop/polynomials.sobj')

Then you can load it as follows:

sage: P = load('/home/pro/Desktop/polynomials.sobj')

sage: L = load('/home/pro/Desktop/polynomials.sobj')

Insead of using strings, you can directly save the Sage object:

sage: polynomial.save('/home/pro/Desktop/polynomials.sobj')

Then you can load it as follows:

sage: P = load('/home/pro/Desktop/polynomials.sobj')

EDIT

If you want to save various polynomials in the same file, you can save a list of polynomials (note that a list do not have a save merhod, so you have to use the save function), if P1,P2,P3 aez polynomials, you can do:

sage: L = [P1, P2, P3]
sage: save(L, '/home/pro/Desktop/polynomials.sobj')
'/home/pro/Desktop/polynomials.sobj')

sage: L = load('/home/pro/Desktop/polynomials.sobj')

Insead Instead of using strings, you can directly save the Sage object:

sage: polynomial.save('/home/pro/Desktop/polynomials.sobj')

Then you can load it as follows:

sage: P = load('/home/pro/Desktop/polynomials.sobj')

EDIT

If you want to You can save various several polynomials in the same file, you can save file by saving a list of polynomials (note that a list do not (but since lists have a no save merhod, so method, you have to use the save function), function). For example, if P1,P2,P3 aez are polynomials, you can do:

sage: L = [P1, P2, P3]
sage: save(L, '/home/pro/Desktop/polynomials.sobj')

and then recover it as before:

sage: L = load('/home/pro/Desktop/polynomials.sobj')

sage: P1, P2, P3 = L