Results 31 to 40 of about 69 (67)
Dynamical low-rank approximation
. For the low rank approximation of time-dependent data matrices and of solutions to matrix differential equations, an increment-based computational approach is proposed and analyzed.
Christian Lubich, Othmar Koch
core
IMPLEMENTING AN INTERIOR POINT METHOD FOR LINEAR PROGRAMS ON A CPU-GPU SYSTEM ∗
. Graphics processing units (GPUs), present in every laptop and desktop computer, are potentially powerful computational engines for solving numerical problems.
Dianne P. O’leary +4 more
core
Obtaining Medical Textiles Based on Viscose and Chitosan/Zinc Nanoparticles with Improved Antibacterial Properties by Using a Dielectric Barrier Discharge. [PDF]
Korica MD +7 more
europepmc +1 more source
Backward Errors for Eigenvalue and Singular Value Decompositions
. We present bounds on the backward errors for the symmetric eigenvalue decomposition and the singular value decomposition in the two-norm and in the Frobenius norm.
I.C.F. Ipsen, S. Chandrasekaran
core
Insights into the missing apiosylation step in flavonoid apiosides biosynthesis of Leguminosae plants. [PDF]
Wang HT +11 more
europepmc +1 more source
Chitosan Nanoparticles Functionalized Viscose Fabrics as Potentially Durable Antibacterial Medical Textiles. [PDF]
Korica M +8 more
europepmc +1 more source
Spectral Factorization of Laurent Polynomials
. We analyse the performance of five numerical methods for factoring a Laurent polynomial, which is positive on the unit circle, as the modulus squared of a real algebraic polynomial.
Tim N. T. Goodman +2 more
core
Gegenbauer polynomials and semiseparable matrices
. In this paper, we develop a new O(n log n) algorithm for converting coefficients between expansions in different families of Gegenbauer polynomials up to a finite degree n.
Jens Keiner
core
. Let M be a 2 × 2 matrix of Laurent polynomials with real coefficients and symmetry. In this paper, we obtain a necessary and sufficient condition for the existence of four Laurent polynomials (or FIR filters) u1, u2, v1, v2 with real coefficients and ...
Qun Mo, Bin Han
core
Lower bounds for the low-rank matrix approximation. [PDF]
Li J, Liu Z, Li G.
europepmc +1 more source

