Lines Matching defs:affine
116 // We need to find affine functions of parameters λ_i(p)
123 // Thus we store the (exponent of the) numerator as the affine function -Λ,
158 /// The solution expresses each x_i as an affine function of the m_i, and is
555 /// v represents the affine functions whose floors are multiplied by the
579 // Then, the affine function is a single floor expression, given by the
582 std::vector<std::vector<SmallVector<Fraction>>> affine;
583 affine.reserve(numDims);
585 affine.push_back({SmallVector<Fraction>{vTranspose.getRow(j)}});
587 QuasiPolynomial num(numParams, coefficients, affine);
669 /// floors of d affine functions on p parameters.