Winner

Finished
123123
124124
125125def test_polylog_expansion():
126 from sympy import log
126 from sympy import log, pi, Rational, exp_polar, diff
127127 assert polylog(s, 0) == 0
128128 assert polylog(s, 1) == zeta(s)
129129 assert polylog(s, -1) == -dirichlet_eta(s)
130
131 assert myexpand(polylog(1, z), -log(1 + exp_polar(-I*pi)*z))
130
131 # Test specific evaluation for polylog(2, 1/2)
132 assert polylog(2, Rational(1,2)) == -log(2)**2/2 + pi**2/12
133
134 # Test that expand_func(polylog(1, z)) does not contain exp_polar
135 expanded_polylog1 = expand_func(polylog(1, z))
136 assert expanded_polylog1 == -log(1 - z)
137 assert not expanded_polylog1.has(exp_polar)
138
139
140
141 assert myexpand(polylog(1, z), -log(1 - z))
132142 assert myexpand(polylog(0, z), z/(1 - z))
133143 assert myexpand(polylog(-1, z), z**2/(1 - z)**2 + z/(1 - z))
134144 assert myexpand(polylog(-5, z), None)
Test NameStatus
test_polylog_values
Fail
test_zeta_eval
Pass
test_dirichlet_eta_eval
Pass
test_stieltjes
Pass
test_stieltjes_evalf
Pass
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