def test_dup_count_real_roots():
    assert dup_count_real_roots([], ZZ) == 0
    assert dup_count_real_roots([7], ZZ) == 0

    assert dup_count_real_roots([1, -1], ZZ) == 1
    assert dup_count_real_roots([1, -1], ZZ, inf=1) == 1
    assert dup_count_real_roots([1, -1], ZZ, sup=0) == 0
    assert dup_count_real_roots([1, -1], ZZ, sup=1) == 1
    assert dup_count_real_roots([1, -1], ZZ, inf=0, sup=1) == 1
    assert dup_count_real_roots([1, -1], ZZ, inf=0, sup=2) == 1
    assert dup_count_real_roots([1, -1], ZZ, inf=1, sup=2) == 1

    assert dup_count_real_roots([1, 0, -2], ZZ) == 2
    assert dup_count_real_roots([1, 0, -2], ZZ, sup=0) == 1
    assert dup_count_real_roots([1, 0, -2], ZZ, inf=-1, sup=1) == 0
示例#2
0
def test_dup_count_real_roots():
    assert dup_count_real_roots([], ZZ) == 0
    assert dup_count_real_roots([7], ZZ) == 0

    assert dup_count_real_roots([1,-1], ZZ) == 1
    assert dup_count_real_roots([1,-1], ZZ, inf=1) == 1
    assert dup_count_real_roots([1,-1], ZZ, sup=0) == 0
    assert dup_count_real_roots([1,-1], ZZ, sup=1) == 1
    assert dup_count_real_roots([1,-1], ZZ, inf=0, sup=1) == 1
    assert dup_count_real_roots([1,-1], ZZ, inf=0, sup=2) == 1
    assert dup_count_real_roots([1,-1], ZZ, inf=1, sup=2) == 1

    assert dup_count_real_roots([1,0,-2], ZZ) == 2
    assert dup_count_real_roots([1,0,-2], ZZ, sup=0) == 1
    assert dup_count_real_roots([1,0,-2], ZZ, inf=-1, sup=1) == 0
示例#3
0
文件: polyclasses.py 项目: fxkr/sympy
 def count_real_roots(f, inf=None, sup=None):
     """Return the number of real roots of ``f`` in ``[inf, sup]``. """
     return dup_count_real_roots(f.rep, f.dom, inf=inf, sup=sup)
示例#4
0
 def count_real_roots(f, inf=None, sup=None):
     """Return the number of real roots of ``f`` in ``[inf, sup]``. """
     return dup_count_real_roots(f.rep, f.dom, inf=inf, sup=sup)