Subject index to volumes 81–90 (1998)

Subject index to volumes 81–90 (1998)

JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS ELSEVIER Journal of Computational and Applied Mathematics 81-90 (1998) 287-308 Subject Index to Vo...

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JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS

ELSEVIER

Journal of Computational and Applied Mathematics 81-90 (1998) 287-308

Subject Index to Volumes 81-90 (1998)

Absorbing boundaries Adaptive Nystr~Sm-Cowell methods Adaptive grid generation Adaptivity ADI methods Advection-diffusion Advection-diffusion equations Aerodynamic flow Airy functions Algebraic Riccati equation Algebraic equation Algebraic multilevel iterative method Algorithm Alternating direction Angular scattering Ap6ry's numbers A posteriori error estimates Appell function Appell hyperogeometric functions Approximation Arnoldi method Arnoldi process Arnoldi's method A-stability Asymptotic behavior of solution Asymptotic behavior Asymptotic expansions Elsevier Science B.V.

Vol

PP

87 81 90 90 89 82 87 82 89 86 82 89 82 82 86 82 83 87 85 82 83 84 87 86 82 81 81 88 81 89 89

243 115 225 187 39 433 227 423 97 17 229 135 199 213 73 447 123 227 325 447 147 189 303 53 185 181 197 225 75 97 87

288

Subject Index to Volumes 81-90

Asymptotic factorization Asymptotic properties Asymptotic rate of convergence Asymptotic stability Asymptotic values Asymptotically optimal Asymptotics

Atom-atom collisions Atom-diatom collisions Attractive region Automatic quadrature Baker-Gammel-Wills conjecture Banach Algebras Banach spaces Barycentric representation BDM space Bergman kernel Bernstein polynomials Besov spaces Bessel functions Bessel polynomials Best approximation Best bounds Best uniform approximation Bifurcation Biharmonic equation Biorthogonal polynomials Birkhoff interpolation Bivariate rational interpolants Bivariate splines Block Hankel Block asynchronous SOR-methods Block diagonal dominance Blow-up of solution Bound-states problem Boundary immobilisation Boundary integrals Boundary problem Boundary value methods

85 87 82 82 84 87 90 81 81 82 82 82 88 87

287 87 229 367 161 285 187 211 217 59 447 447 79 339

86 83 83 86 85 82 81 85 85 90 81 82 82 82 82 89 86 85 84 90 86 83 83 88 87 81 81 83 82

287 55 55 45 239 333 101 315 169 57 145 199 213 185 367 263 219 263 137 119 311 1 1

225 215 135 311 195 299

289

Subject Index to Volumes 81-90

Boundary value methods Boundary value problems

Boundary value problem Butcher series

Calculus of variations Cauchy matrix Cauchy principal value integrals Cauchy principal value integral Cayley transform Cell discretization Chain sequences Characterisation Characteristic functions Charlier polynomials Cheap Jacobian information Chebyshev abscissae Chebyshev iterations Chebyshev polynomials Chip design Christoffel transformation Circuit simulation Circular arcs Clebsch-Gordan coefficients Close-to-convex Coherent pairs of measures Collocation Combinatorial Radon transform Combined method Computational fluid dynamics Computational methods Cone-theoretic fixed-point theorem Cone Confluent Vandermonde determinant Confluent hyper-geometric functions

87 86 88 88 88 82

135 271 129 15 57 159

88 86 89 82 89 89 82 82 84 84 90 90 82 81 82 85 87 82 85 82 82 81 85 88 81 81 83 81 82 81 85 88 88 88 85 89

363 103 225 93 257 219 389 59 137 161 51 57 159 83 185 1

339 159 67 367 79 145 53 327 217 29 251 1

423 349 53 71 3 57 263 97

290

Subject Index to Volumes 81-90

Confluent hypergeometric function Conformal mapping

CP methods Cross-validation Crowding Cryer's algorithm Cubature formula Cubic spline

89 82 90 84 89 90 87 89 90 84 86 82 84 82 82 83 90 86 82 82 83 84 85 87 87 87 84 88 83 84 82 81 81 88 83 83 83 84 87

DAE D-convergence DDE Defect correction iteration

82 85 85 85

Conjugate gradient Connection and linearization problems Connection coefficients Connection problems

Connection problem Constraints Contact problem Continuation methods Continuous Runge-Kutta methods Convection-diffusion equation Convergence dominated theorem Convergence in capacity Convergence of iteration methods Convergence theorem Convergence

Convexity conditions Convex Convolution equation Convolution method Coulomb fluid method Coupling strategy

87 333 1

243 171 57 321 309 45 257 271 313 1

261 389 165 15 287 407 171 55 189 333 359 373 39 23 327 39 101 59 1 1

289 39 205 137 15 359 41 225 225 287

Subject Index to Volumes 81-90

Definite inner product Deformation theory of plasticity Degree of precision Delay Density function Derivatives Diagonal iterations Diagonally implicit Runge-Kutta methods Difference equations

Difference equation Difference method Difference schemes Difference-functional inequalities Differential algebraic equation Differential equation solver on a chip Differential equations with "maxima" Differential equations Differential equation Differential inequalities Differential operators Differential-algebraic equation

Diffraction of Kelvin waves Digraph Dilogarithm Dipolar Dirac-delta distribution Discrepancy Discrete inversion formulas Discrete orthogonal polynomials Discrete polynomials Discrete-time relaxation Disfocal ordinary differential equations Dissipative systems Distortion Distributed computing

291

81 82 86 84 90 82 82 89 87 81 82 85 88 84 90 81 89 84 82 82 83 83 88 90 81 89 82 82 87 84 88 85 82 84 84 90 89 87 89 86 88 89 89 82

165 313 205 161 187 199 213 73 119 75 447 123 103 219 57 229 39 189 41 117 237 257 377 57 59 213 367 79 135 147 349 325 291 101 107 25 171 321 171 359 71 73 1

433

292

Subject Index to Volumes 81-90

Distributed delay Distribution networks Divide-and-conquer method Dixon's theorem Domain decomposition

88 84 86 88 82 87 90 82

79 81 141 269 433 11 225 465

Extremal polynomial

85 85 88 86 86 88 86 88 87 85 85 82 87 90 82 86 88 86 86 82 87 87 82 83 83 89 89 87 87 81 81 86

181 181 15 3 17 289 125 15 39 53 203 389 39 159 41 347 289 347 53 93 373 39 447 55 237 155 97 215 339 257 311 205

Faber iterations Faber series

82 83

185 205

Durand-Kerner's method E-algorithm E-prediction Eigenfunctions Eigenvalue decomposition Eigenvalue problem Eigenvalues Elasticity Electromagnetic multisphere-scattering Elliptic cylinder Elliptic second-order partial differential equations Elliptic systems Entropy convergence Equilibria Error analysis Error bounds Error bound Error estimates Error propagation Error series Existence and asymptotic behaviour Expansions of polynomials Exponential function Exponentially-fitted methods Extrapolation method Extrapolation

293

Subject Index to Volumes 81-90

Fast algorithm Fast solution Feedforward neural nets FEM FFT Filter function Finite difference method Finite differences Finite element methods Finite element method Finite elements Finite elliptic equation Fixed points Fixed point Floquet multiplier Flows in networks Fluid dynamic equations Formal orthogonal polynomials Forms Fornberg's methods Fourier series Fourth-order difference equation Fourth-order method Froissart doublets Froude number Full discrete approximation Galerkin method

Galerkin G a m m a function Gamma

Gaunt coefficients Gauss methods Gauss's second theorem Gauss-Seidel method Gauss-Green theorem Gauss-Tur~m-type quadratures Gaussian elimination GDN-stability

86 86 82 84 87 83 81 81 87 84 90 87 81 82 88 88 82 84 90 81 88 83 87 90 83 87 82 85

219 103 117 45 339 39

81 85 89 81 87 88 90 85 90 88 83 89 86 86 85

311 11 263 29 195 255 15 53 241 269 115 263 205 177 225

1

135 227 119 187 39 1

465 103 3 367 81 225 165 377 205 261 45 131 199 3 333

294

Subject Index to Volumes 81-90

Gegenbauer polynomials General linear method Generalized Bessel polynomials Generalized cross validation Generalized eigenvalue problem Generalized hypergeometric functions Generalized hypergeometric series Generalized inverse for vectors Generating functions Generating function Geodynamics Geometric Hermite interpolation Geometric continuity Geometric convergence Geronimus transformation Gibbs' phenomenon Global error estimation GMRES Graded mesh Green's function Growth factor GUI Hadamard finite-part integral Hahn polynomials Hamburger moment problem Hamiltonian matrix Hamiltonian systems Hankel determinant Hankel matrix Harmonic balance Harmonic mean Hausdorff distance Heat conduction equation Heat conduction Helmholtz equation H-matrix Hermite polynomials Hermite-Sobolev polynomials

90 81 87 85 87 86 89 85 86 88 84 82 85 82 84 81 81 85 85 87 82 83 85 88 86 82

57 181 285 87 261 141 135 271 375 269 137 447 37 313 45 299 145 37 67 359 21 165 11 103 177 351

89 90 90 86 90 90 86 82 87 81 89 88 84 83 81 90 81

257 57 159 17 241 159 103 367 195 145 39 119 147 115 165 57 165

295

Subject Index to Volumes 81-90

High contrast conductivity Homogeneous fluid Householder matrices Hybrid methods Hybrid numerical methods Hybrid transformations Hyperasymptotics Hypergeometric differential equation Hypergeometric functions

Hypergeometric representation Hypergeometric series Hypergeometric Hypersingular BIE Hypersphere Hyperterminants H-matrix Identities Ill-posed problem Implicit methods for ODEs Implicit methods Implicitly defined curve Impulses Impulsive equations Impulsive reaction-diffusion equations Incomplete factorization preconditioning Index-3 DAEs from multibody systems Index Inequalities Initial-value problem Injectivity Instability Integral equation Integral formulas Integral representations Interconnect analysis Interface relaxation

87 88 86 87 87 81 89 89 88 89 90 90 83 85 83 81 84 89 83

61 239 125 215 61 257 87 155 327 87 137 57 185 325 119 29 15 87 115

83 83 87 83 90 84 84 88 88 86 82 82 82 82 87 88 83 86 88 82 81 88 86 87

127 39 1

269 241 1

189 149 175 387 117 367 79 59 195 289 251 387 125 333 349 377 3 11

Subject Index to Volumes 81-90

296

Interior-point methods Interpolating (m, l, s)-splines Interpolation method Interpolation polynomials Interpolation

Interpolatory quadrature formulae Invariant subspace Inverse problem Inverse scattering Inverse two-sided Laplace transform Inversion of Laplace transform Isospectral flows Iterative and parallel solver Iterative methods Iterative method Iterative schemes

Jacobi functions of the first kind Jacobi functions of the second kind Jacobi polynomials

Jordan algebras Jumping nonlinearities

k-e equations Kadomtsev-Petviashvili Kamp6 de F6riet functions Kamp6 de F6riet Kinetic boundary layer Kinetic equations Korteweg~le Vries Krawchouk polynomials Krylov subspace methods Krylov subspace Kummer's theorem

86 87 90 83 83 86 87 81 86 88 81 90 83 82 89 83 86 87 83 90 82

149 373 119 55 147 45 359 83 17 377 269 159 39 261 219 71 73 21 147

82 82 82 90 90 86 82

447 447 447 137 57 149 279

83 90 83 83 89 90 90 90 83 82 84 88

11 95 185 119 199 225 95 57 165 185 243 269

1

129

297

Subject Index to Volumes 81-90

LAPACK Lagrange interpolation Laguerre polynomials

Laguerre-Hahn polynomials Laurent polynomials Least squares Least-squares minimization Levinson algorithm Liapunov functional Line relaxation Line-soliton Linear Complementarity Problem Linear differential equation with constant delay Linear differential equations Linear functional Linear programming Linear systems Linearization problem Linearized implicit finite difference method Lobatto IliA formulae Locking Lommel functions Look-ahead Low discrepancy L-stability Lucas property Lump type soliton Magnetohydrodynamics Matrices Matrix equations Matrix Maximum order Maximum principles Measures on the unit circle Meixner polynomials

Mellin transforms

86 85 87 89 90 85 85 87 81 86 86 88 85 90 83 88 89 85 83 81 86 84 90 82 89 85 86 86 83 81 83 90

195 113 87 213 57 67 37 39 181 219 335 79 345 95 137 185 53 37 137 257 149 257 95 129 119 169 219 311 87 181 123 95

82 83 86 86 83 88 85 82 90 90 85

41 127 73 297 269 149 123 59 51 57 271

298

Subject lndex to Volumes 81-90

Melting Meshsize function Method of collocation Method of lines Minimal and near-minimal cubature formulae Minimal residual Minimal surfaces Minimax series

Minimum-distance estimator Mixed finite elements Mixed finite element Mixed method Model Boltzmann equation Modified Newton iteration Modified Romberg scheme Modified quadrature formula Modified trapezoidal rule Moment matching technique Mono-implicit Runge-Kutta (Nystr6m) methods Monodromy matrix Moving grid methods Multi-step methods Multiconductor transmission line (MTL) equations Multigrid methods Multigrid Multilevel preconditioning Multiple positive solutions Multistep Runge-Kutta methods Multistep method Multivariate Pad6 approximants Multivariate interpolation Navier-Stokes equations Navier-Stokes equation Navier-Stokes' equations Nearly singular functions Nearside-farside theory Newton iteration

84 90 83 82 85 84 85 81 83 85 84 85 89 85 87 87 84 82 84 86 87 82 85 82 86 82 85 85 83 88 85 82 82 85

45 187 147 299 113 243 239 101 55 315 207 19 119 239 169

81 82 81 81 89 87 82 84 85

349 379 19 229 39 339 447 277 145

1 1

93 1

3 147 367 333 105 3 379 345 351 165 71 145 79 149 263

299

Subject Index to Volumes 81-90

229 257 205 199 3 389 389 59 161 229 239 171 131 3 363 185 257 225 205 125 237 333 257 407 277 145 237 205 159 113

Numerical scheme Numerical software Numerical solution

82 89 86 87 88 82 82 81 88 81 85 82 83 82 88 88 81 88 86 88 83 85 89 82 84 85 86 83 82 85 89 89 88 83

Oceanographic equation ODE Operator equation Optimal algorithm Optimal approximation order Optimal control Optimal order error estimates Optimization

84 87 88 83 90 84 85 84

147 147 3 195 119 81 19 81

Newton-Raphson Nodal spline Nodes Noise Non-positive higher-order boundary value problem Non-self-adjoint Nonconforming finite element methods Nonlinear Robin problems Nonlinear biharmonic equation Nonlinear elliptic equation Nonlinear elliptic problem Nonlinear equations in Banach spaces Nonlinear perturbation method Nonlinear programming Nonlinear retarded functional differential equation Nonlinear systems Nonlocal boundary condition Nonnegative measure Nonnegative solutions Nonoscillatory solutions Nonrectangular grids Not-a-knot condition Numerical analysis

Numerical comparisons Numerical conformal mapping Numerical integration of stiff ODEs Numerical integration

1

199 315 11

300

Subject Index to Volumes 81-90

Orbital unstability Order conditions Ordering Ordinary differential equations

Ordinary differential equation Orthogonal Orthogonal Orthogonal Orthogonal

Laurent polynomials polynomials in two variables polynomials of a discrete variable polynomials

Orthogonal reduction Orthogonalization Orthotropic medium Oscillating solutions Oscillating solution Oscillation Oscillatory solutions Oscillatory stiff problems Overlapping splitting

p-cyclic consistently ordered matrix Pade approximation Pad6 approximants Pad6 approximation Pad6 conjecture Pad6 polynomials Pad6 approximation Parabolic differential-functional problem Parabolic equations Parabolic equation Parabolic partial differential equations Parallel computing

81 82 86 86 88 89 81 87 87 82 89 83 84 85 85 88 89 90 90 90 86 86 81 89 88 84 82 81 88

115 159 387 347 149 73 181 285 95 239 309 257 257 123 67 377 155 137 45 51 271 335 269 115 185 219 79 197 349

90 86 86 82 86 86 89 87 84 89 90 88 86

311 287 149 219 287 97 199 189 39 25 315 359

1

Subject Index to Volumes 81-90

Parallel implementation Parallel shooting Parallelism

Parameterization Partial differential equations Partial wave series Particle methods Peano constant Peano kernel Penalty method Periodic coefficients Petkov§ek's algorithm Phase change Phase error and numerical damping Picard-Lindel/Sf iteration Piecewise linear finite element Piecewise linear Pivot selection Pivoting Plane elasticity p-Norms Poisson equation Poisson problem Poisson ratios Poisson's equation Polar coordinates Polygamma and Riemann zeta functions Polylogarithmic functions Polynomial acceleration Polynomial approximation Polynomial equation Polynomial interpolation Polynomial Porous medium Positive entire solution Positive solutions

301

82 82 82 85 87 86 82 87 82 90 82 82 81 84 90 82 81 87 85 82 82 86 86 89 87 85 86 87 81 81 89 90 90 87 85 82 85 89 82 88 88 88 88 88

185 117 407 145 119 271 299 11 447 225 93 93 1

219 57 279 197 303 215 199 213 103 387 263 359 1

297 39 229 229 39 15 15 21 315 229 263 237 433 161 175 45 71 95

302

Subject Index to Volumes 81-90

Positive solution

p-version

88 88 88 89 85 83 83 88 87 89 86 82 82 85 81 81 81 86 83 87 88 87 87 89 84

185 3 129 135 287 115 71 79 215 275 45 389 351 11 257 349 333 415 87 243 363 243 147 115 119

QR iteration Quadrant set Quadratic programming Quadrature formula Quadrature rules Quartic B6zier Quasi-Monte Carlo Quasi-Monte-Carlo method Quasi-Monte-Carlo simulation Quasi-Newton methods Quasi-interpolatory spline Quasinilpotency Quintic B6zier

86 87 84 87 81 81 84 90 87 82 89 88 81

125 169 23 95 29 145 107 25 169 105 257 349 145

Radially symmetric solution Radiating boundary conditions Random rotations

88 88 81

161 119 107

Positive Preconditioned conjugate gradient method Preconditioners Preconditioning Predator-prey system Predictor-corrector methods Prescribed poles Primal hybrid method Problem-solving environments Product integration Projection Projective techniques Priifer transformation Pseudo-random numbers Pseudospectral Chebychev Pseudospectral Legendre Pseudospectrum P-stability

303

'Subject Index to Volumes 81-90

Rational TQR algorithm Rational interpolation Reaction-diffusion Reaction-diffusion equation Rectangles Recurrence equation Recurrence relations

Reduced integration penalty method Regular functionals Regular simplex Regularity Regularization Reinsurance Relative efficiency Resistor networks Resonance problem Riccati Richardson extrapolation Ring oscillator benchmark circuit Ritz-Galerkin method Rook pivoting Rotationally symmetric p-harmonic maps Row recurrence ROW methods Runge-Kutta methods

Runge-Kutta schemes Runge-Kutta-Nystr/Sm methods Runge-Kutta-Chebyshev solver Runge-Kutta method Runge-Kutta

86 86 86 82 88 90 90 81 82 82 83 89 85 85 84 87 87 82 82 84 87 87 89 82 82 81 86 88 86 82 82 82 84 86 86 87 89 90 87 88 85 83 87 90

195 311 45 279 225 187 57 29 171 447 131 53 19 123 15 285 261 199 213 207 61 215 237 21 159 1

177 45 219 159 129 407 277 347 359 147 73 173 147 315 225 269 147 241

304

Subject Index to Volumes 81-90

Sawtooth recurrence Scattering amplitude Schr6dinger equation

Schur algorithm Schwartz space SDIRK methods Second-order difference equations Second-order initial-value problems Second-order initial-value problem Second-order partial differential equations Secular equation Semi-classical polynomials Semi-linear parabolic equations and differential inclusions Semiclassical polynomials Sequence transformations Series of generalized hypergeometric functions Shallow water Shallow-water approximation theory Shell Sign function Signal processing Simpson's rule Simulation Simultaneous polynomial root finding method Sinc methods Sine and cosine transforms Singly implicit methods Singular boundary value problems Singular integrals Singular perturbations Singular perturbation Singular systems Singularity problem Singularity Singularly perturbed Singular Smoothing Smoothing Smoothing Smoothing

(m, l, s) splines analysis data filter

86 82 87 88 88 86 84 81 89 81 89 82 86 85 82 85 81 87 84 82 89 86 86 89 84 84 82 86 87 89 83 81 81 87 87 81 85 84 88 88 87 85 87 88

219 447 215 275 289 219 101 197 171 115 115 239 237 67 279 123 257 79 147 3 119 17 53 115 207 81 465 297 79 73 147 29 59 227 21 1

215 119 129 57 373 345 261 363

305

Subject Index to Volumes 81-90

Sobolev orthogonal polynomials

Sobolev type orthogonal polynomials Sobolev-type orthogonal polynomials Solidification Solutions Solution Solving for the correction s-orthogonal polynomials Sparse matrices Special concentration Special finite element Spectral concentration Spherical designs Spline approximation Spline regularization Splines Splittings Spurious poles Spurious solutions Stability and instability Stability criteria Stability regions Stability

Stabilized finite element method Starlike Starting algorithms Starting points Steady kinetic equation Steepest descent method Stefan problem Stefan-like problem Steplength control Stepsize strategy Stieltjes function

81 81 87 89 90 84 82 84 82 86 83 86 85 81 84 89 83 89 87 86 90 88 84 84 82 83 86 87 87 88 89 81 88 83 90 86 89 85 81 84 82 90 89 85

211 217 87 213 137 45 291 219 21 205 195 415 215 333 107 257 39 225 1

287 173 225 161 161 159 11 271 119 243 79 275 19 327 269 241 237 199 87 135 45 313 265 275 67

306

Subject Index to Volumes 81-90

Stieltjes function Stieltjes procedure Stiff problems Stiffness Stochastic simulation Stokes flow Stokes problem Stopping criterion Stratified fluid Streamline diffusion method Strong algebraic stability Strong uniqueness ~t-strong uniqueness Sturm-Liouville problems Subdivision algorithm Summation formulas Super-convergence Superconvergence Superlinear differential equation with delay Superlinear Surface fitting Surface waves Symmetric indefinite systems Symmetric region Symmetric successive overrelaxation Symmetrically coherent pairs of measures Symmetrizability Symplectic methods System of nonlinear equations System theory Systems of integral equations Szeg/5 polynomials (t, m, s)-nets and (t, s)-sequences Tau method Tchebychev polynomials Tcl & sol Technology Tensor Product Tensor-product spline functions The h-p version of the finite element method The Kontorovich-Lebedev transform

87 86 82 87 81 89 85 84 88 83 85 85 85 81 86 83 83 81 81 88 88 84 84 84 82 90 81 83 90 83 83 86 85 87 85 88 82 82 84 89 84 83 85

95 205 129 119 107 263 19 1

239 165 225 315 315 333 415 147 185 1 1

95 129 23 147 243 333 1

217 257 241 1

39 251 37 169 1

377 351 313 45 225 23 71 169

307

Subject Index to Volumes 81-90

The Mellin transform The Titchmarsh transform Theory of distributions Thermoplasticity Third-order method Three space dimensional Time integration

Two-dimensional flow Two-point Pad6 approximation

85 85 88 84 82 89 82 88 82 86 86 88 82 89 82 82 82 86 81 82 83 85 87

169 169 339 45 171 39 423 315 351 103 219 185 299 115 41 199 213 141 299 379 11 203 95

Ultra-hyperbolic operator Ultraspherical coefficients Ultraspherical polynomials Unconstrained optimization Uniform asymptotic expansions Uniform asymptotic methods Uniqueness Unit circle Unitary eigenvalue problem Unitary operators Univalent

84 89 89 82 85 89 88 85 86 86 88

101 53 53 105 87 97 45 123 53 335 327

Vandermonde's theorem Variable space grid Variable step-size Variational equality and inequality Variational inequality Variational problem Vector quantization Velocity-pressure-stress formulation

88 81 82 84 82 88 89 81

269 135 261 45 313 275

Tk Toeplitz matrix Topological principle of WaZewski (Rybakowski's approach) Transverse scheme Trapezoidal rule Traveling waves Triatomic risks Tridiagonal eigenvalue problem Tschirnhausen cubic Turbulence

1

19

308

Subject lndex to Volumes 81-90

Voids Volterra integral equations

82 86

291 359

Watson's summation theorem Wave equation Wave generation Waveform relaxation Wavelet Galerkin methods Weak formulation Weak singularities Weakly singular kernels Weak Weierstrass-Kronecker canonical form Weights Wigner 3jm symbols WKB method W-transformation

86 87 88 88 86 85 85 86 82 82 86 85 90 87

375 243 239 349 251 215 11 251 291 79 205 53 137 339

Z-matrices Zadunaisky's technique Zeilberger's algorithm Zero and pole distribution Zeros

83 82 90 89 82 85 89

137 21 57 97 59 87 237