b0bb5b2469f143e814bbd810af3777d1 *DESCRIPTION
f747a8c6889c91764e011b409310f634 *NAMESPACE
65df172aee75e59cbe31d21e13e7ad81 *R/PolynomF.R
79f20a42711540ba192acd059c50f385 *man/GCD.Rd
e77df4beada6b19ef57e07bc8646557d *man/Math.polynom.Rd
4597416edddffa6f4bb09a36426229d8 *man/PolynomF-internal.Rd
4eb1625756e1849659a26258a1f23c50 *man/PolynomF-package.Rd
1768d6f13e0bdd4b7e7829943dab3a69 *man/as.character.polynom.Rd
6a35e0d4b0264f8cb0a4f2f79f5cd0ab *man/as.function.polynom.Rd
4eac9b6d22dce0b0de9151e7d6c30573 *man/c.polylist.Rd
9bd3c379da4882bf0928561f39ea9bbe *man/change.origin.Rd
03d262464bd79401345380a4034eccf1 *man/integral.Rd
6f9c86eca4a1c1603092492099ceb2a3 *man/plot.polynom.Rd
bf46944d645ef5b5907c6b6ecdc75c60 *man/poly.calc.Rd
998d62a1dff1e355ce6fd925d9dde5a3 *man/polynom.Rd
91b20d9d8b101fde0ce4d71666792969 *man/solve.polynom.Rd
29e45808ff8804b14c7293e67e30b911 *man/summary.polynom.Rd
6b6a532935a9bccf11b78004377e3d05 *src/PolynomR_init.c
bcc2c7e3e59f8a3c7c1fa646ee96eccb *src/poly_mult.c
