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usr
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lib64
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python2.6
/
site-packages
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numpy
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lib
/
tests
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/usr/lib64/python2.6/site-packages/numpy/lib/tests
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test_arraysetops.py
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test_arraysetops.pyc
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test_arraysetops.pyo
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test_arrayterator.py
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test_arrayterator.pyc
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test_arrayterator.pyo
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test_financial.py
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test_financial.pyc
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test_financial.pyo
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test_format.py
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test_format.pyc
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test_format.pyo
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test_function_base.py
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test_function_base.pyc
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test_function_base.pyo
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test_index_tricks.py
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test_index_tricks.pyc
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test_index_tricks.pyo
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test_io.py
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test_io.pyc
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test_io.pyo
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test_polynomial.py
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test_polynomial.pyc
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test_polynomial.pyo
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test_recfunctions.py
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test_recfunctions.pyc
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test_recfunctions.pyo
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test_regression.py
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test_regression.pyc
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test_regression.pyo
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test_shape_base.py
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test_shape_base.pyc
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test_shape_base.pyo
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test_stride_tricks.py
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test_stride_tricks.pyc
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test_stride_tricks.pyo
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test_twodim_base.py
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test_twodim_base.pyc
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test_twodim_base.pyo
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test_type_check.py
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test_type_check.pyc
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test_type_check.pyo
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test_ufunclike.py
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test_ufunclike.pyc
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test_ufunclike.pyo
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test_utils.py
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test_utils.pyc
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test_utils.pyo
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test__datasource.py
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test__datasource.pyc
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test__datasource.pyo
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test__iotools.py
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test__iotools.pyc
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test__iotools.pyo
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Edit:
/usr/lib64/python2.6/site-packages/numpy/lib/tests/test_polynomial.py
(3566B)
""" >>> import numpy.core as nx >>> from numpy.lib.polynomial import poly1d, polydiv >>> p = poly1d([1.,2,3]) >>> p poly1d([ 1., 2., 3.]) >>> print p 2 1 x + 2 x + 3 >>> q = poly1d([3.,2,1]) >>> q poly1d([ 3., 2., 1.]) >>> print q 2 3 x + 2 x + 1 >>> print poly1d([1.89999+2j, -3j, -5.12345678, 2+1j]) 3 2 (1.9 + 2j) x - 3j x - 5.123 x + (2 + 1j) >>> print poly1d([100e-90, 1.234567e-9j+3, -1234.999e8]) 2 1e-88 x + (3 + 1.235e-09j) x - 1.235e+11 >>> print poly1d([-3, -2, -1]) 2 -3 x - 2 x - 1 >>> p(0) 3.0 >>> p(5) 38.0 >>> q(0) 1.0 >>> q(5) 86.0 >>> p * q poly1d([ 3., 8., 14., 8., 3.]) >>> p / q (poly1d([ 0.33333333]), poly1d([ 1.33333333, 2.66666667])) >>> p + q poly1d([ 4., 4., 4.]) >>> p - q poly1d([-2., 0., 2.]) >>> p ** 4 poly1d([ 1., 8., 36., 104., 214., 312., 324., 216., 81.]) >>> p(q) poly1d([ 9., 12., 16., 8., 6.]) >>> q(p) poly1d([ 3., 12., 32., 40., 34.]) >>> nx.asarray(p) array([ 1., 2., 3.]) >>> len(p) 2 >>> p[0], p[1], p[2], p[3] (3.0, 2.0, 1.0, 0) >>> p.integ() poly1d([ 0.33333333, 1. , 3. , 0. ]) >>> p.integ(1) poly1d([ 0.33333333, 1. , 3. , 0. ]) >>> p.integ(5) poly1d([ 0.00039683, 0.00277778, 0.025 , 0. , 0. , 0. , 0. , 0. ]) >>> p.deriv() poly1d([ 2., 2.]) >>> p.deriv(2) poly1d([ 2.]) >>> q = poly1d([1.,2,3], variable='y') >>> print q 2 1 y + 2 y + 3 >>> q = poly1d([1.,2,3], variable='lambda') >>> print q 2 1 lambda + 2 lambda + 3 >>> polydiv(poly1d([1,0,-1]), poly1d([1,1])) (poly1d([ 1., -1.]), poly1d([ 0.])) """ from numpy.testing import * import numpy as np class TestDocs(TestCase): def test_doctests(self): return rundocs() def test_roots(self): assert_array_equal(np.roots([1,0,0]), [0,0]) def test_str_leading_zeros(self): p = np.poly1d([4,3,2,1]) p[3] = 0 assert_equal(str(p), " 2\n" "3 x + 2 x + 1") p = np.poly1d([1,2]) p[0] = 0 p[1] = 0 assert_equal(str(p), " \n0") def test_polyfit(self) : c = np.array([3., 2., 1.]) x = np.linspace(0,2,5) y = np.polyval(c,x) # check 1D case assert_almost_equal(c, np.polyfit(x,y,2)) # check 2D (n,1) case y = y[:,np.newaxis] c = c[:,np.newaxis] assert_almost_equal(c, np.polyfit(x,y,2)) # check 2D (n,2) case yy = np.concatenate((y,y), axis=1) cc = np.concatenate((c,c), axis=1) assert_almost_equal(cc, np.polyfit(x,yy,2)) def test_objects(self): from decimal import Decimal p = np.poly1d([Decimal('4.0'), Decimal('3.0'), Decimal('2.0')]) p2 = p * Decimal('1.333333333333333') assert p2[1] == Decimal("3.9999999999999990") p2 = p.deriv() assert p2[1] == Decimal('8.0') p2 = p.integ() assert p2[3] == Decimal("1.333333333333333333333333333") assert p2[2] == Decimal('1.5') assert np.issubdtype(p2.coeffs.dtype, np.object_) def test_complex(self): p = np.poly1d([3j, 2j, 1j]) p2 = p.integ() assert (p2.coeffs == [1j,1j,1j,0]).all() p2 = p.deriv() assert (p2.coeffs == [6j,2j]).all() def test_integ_coeffs(self): p = np.poly1d([3,2,1]) p2 = p.integ(3, k=[9,7,6]) assert (p2.coeffs == [1/4./5.,1/3./4.,1/2./3.,9/1./2.,7,6]).all() if __name__ == "__main__": run_module_suite()
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