V.

发表

Quadratic Optimization

C. Floudas, V. Visweswaran, V., 1995 .

UNSTRUCTURED MULTIGRID METHOD FOR SHELLS

V., 2005 .

DGRSVX and DMSRIC : Fortran 77 subroutines for solvingcontinuous { time matrix algebraic Riccati equations withcondition and accuracy estimates

V., RechnernP, .. H. Petkov, 1998 .

A Global Optimization Algorithm ( GOP ) For Certain Classes ofNonconvex NLPs :

V., VisweswaranDepartment, I., 1990 .

TWENTY FIRST EUROPEAN ROTORCRAFT FORUM Paper No 1-10 DIRECTIONALITY OF HELICOPTER BVI NOISE

V., 2011 .

Ground state solutions and concentration phenomena in nonlinear eigenvalue problems with variable exponents

Dušan D. Repovš, V., P. Hästö, 2018 .

COMPETITION PHENOMENA FOR DIFFERENCE EQUATIONS WITH OSCILLATORY NONLINEARITIES

Giovanni Molica Bisci, D. O’Regan, V., 2014 .

Synthetic body wave seismograms for laterally varying layered structures by the Gaussian beam method

V., 2006 .

O 32 : A high-pressure , spinel-related phase

V., Kahlenberg, J. C.S., 2001 .

Broad-band modelling of regional seismograms: the Basin and Range crust a1 structure

V., 2006 .

FINITE VOLUME PARALLEL SIMULATIONS OF MOULD FILLING AND BINARY MESHES ALLOW SOLIDIFICATION ON UNSTRUCTURED

V., 2022 .

The Use of 3-D Sensing Techniques for On-Line Collision-Free Path Planning

V., 2022 .

The Use of 3-D Sensing Techniques for On-Line Collision-Free Path Planning

V., 2022 .

A CHARACTERIZATION OF THE PEARSON SYSTEM OF DISTRIBUTIONS AND THE ASSOCIATED ORTHOGONAL POLYNOMIALS

V., 2004 .

Hydrodynamic Interactions in Flow Past Grafted Polymers

V., 2001 .

VIBRATING SYSTEMS WITH SINGULAR MASS-INERTIA MATRICESt

V., Balakrishnan, 2022 .

Refinement of the crystal structure of a domeykite , a structure related to the A 15 type *

V., E. J., 2022 .

Multigrid for hypersonic viscous two- and three-dimensional flows

Elect, V. Vatsa, R. Swanson, 1991 .

The Enthalpy of Solution of SRM 1655 ( KCI ) in H 2 0

V., Kilday, Marthada, 2022 .

THE SMALLEST SINGULAR VALUE OF INHOMOGENEOUS SQUARE

R. Vershynin, V., K. Tikhomirov, 2021 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., S. Tsynkov, 1996 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

Artificial Boundary Conditions Based on the Difference Potentials Method

V., 2022 .

POLYNOMIAL INVARIANTS OFLEGENDRIAN LINKS AND PLANE

V., GoryunovTo, 1996 .

Hyper-stable Servo Controllers without Velocity Measurement

Arimoto, V., Suguru, 2009 .