Directory UMM :Data Elmu:jurnal:J-a:Journal of Computational And Applied Mathematics:Vol100.Issue2.1998:
Journal of Computational and Applied Mathematics 91—100 (1998) 243—256
Subject Index to Volumes 91—100 (1998)
Vol.
pp.
Asymptotic expansions
Asymptotics of orthogonal polynomials
Asymptotics
Asynchronous iteration
Asynchronous parallel method
Athletic records
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Banach algebras
Banach space
Barnes G-function
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15A60
33C05
33C25
34A05
81Q20
A priori error bounds
A method of solution
Acceleration of convergence
Adaptive grid refinement
Adaptive grids
Advection—diffusion equations and systems
Alternating projections
American constraint
Appell systems
Approximate solutions to the Schro¨dinger equation
Approximate factorization
Approximate solutions
Approximation
Asymptotic behaviour
Asymptotic behaviour of the solutions
Elsevier Science B.V.
244
Subject Index to Volumes 91—100 (1998) 243—256
Bernstein inequality
Bessel functions
Bessel polynomials
Best ¸p approximation
Biorthogonal polynomials
Birth—death process
Block asynchronous iterations
Block SOR method
Blow-up
Boundary integral equation
Boundary conditions
Boundary element methods
Boundary integral method
Boundary-value
Boundedness
Brafman polynomials
Calculus of variations
Canonical projectors
Cauchy singular integral equation
Cavitation
Chaotic iteration
Chebyshev abscissae
Chebyshev polynomials
Circuit simulation
Classical orthgonal polynomials of a discrete variable
Clausen’s function
Close-to-convex
Coercive domain decomposition methods
Complementarity relations
Computable error
Computer algebra
Conjugate gradient method
Conjugate residual method
Connection problem
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Subject Index to Volumes 91—100 (1998) 243—256
Connection coefficients
Constrained equilibrium problem
Continuous Runge—Kutta methods
Continuous analog of Newton’s method
Convergence of Pade´ approximants
Convergence acceleration
Convergence conditions
Convergence property
Convergence rate
Convergence theorem
Convergence theorems
Convergence theory
Convergence and convergence rate
Convergence
Convex
Criteria for blowup
Cubature scheme
Cyclically monotone
Dawson’s integral
Decomposition with respect to the cyclic group of order n
Decomposition
Delay difference equations
Delay
Diamond operator
Difference equation
Difference operators
Differential equations of second order with delay
Differential operators
Differential systems
Differential-algebraic equations
Diffraction
Digital image
Dimensions
Dipole
Dirac delta distributions
Dirac delta function
Dirichlet-to-Neumann mapping
Discontinuous coefficients
Discrete QMR and BCG
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Subject Index to Volumes 91—100 (1998) 243—256
Discrete orthogonality
Dissipation error
Divided differences
Dixon’s theorem
Domain decomposition method
Domain decomposition
Double iteration process
Duality methods
Dunkl operators
Educational testing
Eigenvalue bounds
Eigenvalue problem
Eigenvalues
Embedding
Error bounds
Error estimates
Error analysis
Errors
Euler series
Euler equations
Euler’s beta function and its generalizations
Euler—Maclaurin expansion
Exact scheme
Existence theorem
Existence theory
Explosion
Exponential model
Extensions of trapezoidal rule
Extrapolation procedures
Filtering method
Finite difference
Finite
Finite
Finite
Finite
elements
difference method
element method
element
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Subject Index to Volumes 91—100 (1998) 243—256
Finite elements
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Geophysical prospecting
Green’s function
Guaranteed error bounds
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Hermite matrix polynomials
Hermite—Feje´r and Hermite interpolation
Hermite—Pade´ approximants
Hermitian functionals
Hurwitz Zeta function
Hurwitz Zeta function
Hypergeometric functions
Hypergeometric polynomials
Hypergeometric series
Hypergeometric Gauss’s summation theorem
Hypergeometric
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Finite-time blowup
First passage time
Fliess series
Fluid wave
Fourier—Bessel expansion
Fourth order Sturm—Liouville problems
Fourth-order difference equation
Fre´chet derivative
Free boundary problems
Free boundary problems
Freud weights
Freud weight
Fundamental biharmonic problem
G-condition
GMERR method
Galerkin finite element method
Gamma function
Gaussian quadrature
Gegenbauer polynomials
Generalized incomplete gamma functions
Generalized wavelet packets
Generalized wavelet
Generalized Hermite polynomials
Generating functions
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Subject Index to Volumes 91—100 (1998) 243—256
IID Random variables
Ill-conditioning
Ill-posed Boussinesq equation
Image transformation
Implicit scheme
Inclusion methods
Incomplete factorization
Indeterminate moment problems
Inequalities for the product
Inexact generalized Newton method
Inexact Newton-like methods
Initial conditions for convergence
Initial conditions
Initial-value problems
Inner product
Integrable discretization
Integral transforms
Integral equations
Interpolation
Interpolatory quadrature formulae
Interval of periodicity
Inverse source problem
Inverse matrix problem
Inversive and explicit inversive congruential generators
Iterated integrals
Iteration functions
Iterative methods
Iterative method
Jackson—Bernstein theorem
Kampe´ de Fe´riet functions
Kergin interpolation
Kernel of Marcel Riesz
Koornwinder polynomials
Kron’s method
Kronecker sums
Krylov subspace
Kummer
Kuramoto—Tsuzuki equation
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Subject Index to Volumes 91—100 (1998) 243—256
Lagrange interpolation
Laguerre polynomials
Laguerre functions
Laguerre
Laguerre—Freud equations
Lanczos method
Laplace integral
Laplace transforms
Laurent biorthogonal polynomials
Least-squares problem
Le´vy processes
Lie-Poisson bracket
Limit relation
Limit theorems
Linear systems of ODEs
Linear complementarity problem
Linear systems
Lobatto-type quadrature
Local convergence
Logarithmic capacity
Logarithmic potential
Lubrication
M-matrix
Malmquist systems
Marcinkiewicz inequalities
Markov chain
Martingales
Matched asymptotic expansions
Matrix multisplitting
Matrix representation
Matrix Pade´ approximation
Matrix functions
Maxwell equations
Mean convergence, ¸
p
Measures on the unit circle
Midpoint method
Minimal residual smoothing
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Subject Index to Volumes 91—100 (1998) 243—256
Minimax series
Minimum degrees
Mixed finite element
Mixed interpolation
Mixed type system
Model-trust region algorithms
Modified Chebyshev algorithm
Modified moments
Modulus of smoothness
Moment preserving spline approximation
Monge—Kantorovitch problem
Monotone iterative technique
Monotonicity
Monte Carlo algorithms
Moving grid method
Multigrid method
Multiple orthogonality
Multiple roots
Multipoint Pade´ approximation
Multistep scheme
Multivariate time-series models
Mu¨ntz polynomials
Mu¨ntz systems
nth root
Navier—Stokes equations
Nevanlinna matrices
Nevanlinna parametrization
Newton’s method
Nikishin system
Non-conforming Galerkin scheme
Nonconforming finite element methods
Nondecreasing positive solution
Nondefinite linear functionals
Nondiagonal Sobolev inner product
Nondifferentiable operators
Nonexistence
Nonhomogeneous differential and difference equations
Nonlinear boundary value problem
Nonlinear complementarity problem
Nonlinear differential equation
Nonlinear diffusion equations
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Subject Index to Volumes 91—100 (1998) 243—256
Nonlinear equations in Banach spaces
Nonlinear equations
Nonlinear multisplitting
Nonlinear parabolic problem
Nonlinear thermoelasticity
Nonlinear theory
Nonlinear
Nonlocal heat equations
Nonlocal term
Nonsmooth equation
Nonsmooth optimization
Nonsymmetric systems
Nonterminating hypergeometric series
Numerical integration
Numerical
Numerical
Numerical
Numerical
Numerical
procedure
solutions
stability
analysis
integration
Odd and even spectra
One-dimensional
Optimal control
Optimal coupling
Optimal parameter
Order of convergence
Ordinary differential equations
Orthogonal polynomials in two variables
Orthogonal polynomials
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Subject Index to Volumes 91—100 (1998) 243—256
Orthogonal polynomials
Orthogonality
Oscillation
Oscillatory
PDE option pricing
Pade´ approximants
Pade´ approximation
Pade´-type approximation
Parabolic equation
Parabolic equations
Parallel computing
Partial differential equations
Penalty function methods
Periodic problems
Periodic solution
Perturbed polynomials system
Phase-lag
Piecewise polynomial quadrature
Piecewise polynomial product integration rules
Piecewise rational approximation
Plancherel-Rotach formulae
Point estimation
Poisson and Biharmonic equation
Polygamma functions
Polygamma function
Polylogarithms
Polynomial and non-polynomial potentials
Polynomial approximation
Polynomial roots
Polynomial zeros
Positive-semi-definite matrix
Power method with shift
Precondition
Preconditioned iterative method
Preconditioner
Prescribed poles
Primary: 81Q05
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Subject Index to Volumes 91—100 (1998) 243—256
Probabilistic error bounds
Probability with fixed marginals
Psi function
Ptak-like conditions
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q-Hermite polynomials
q-Krawtchouk polynomials
q-Laguerre polynomials
q-Meixner polynomials
q-orthogonal polynomials
Quadrature formulae
Quadrature weight
Quasi-stationary distribution
Quasilinear elliptic boundary value problem
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Radius of attraction
Random coupon collector problem
Random walk
Random walks
Random-walk polynomials
Random-walk measure
Rank-deficient least-squares problem
Rate of convergence
Rational functions
Rational space
Rationality
Rayleigh quotient gradient system
Reaction—diffusion systems
Realization functional
Rectangular quadrature rule
Recurrence formulas
Recurrence relations
Recurrence formulas
Recurrence relations
Recursive constructions
Regular splitting
Regularization
Relaxation method
Relaxation technique
Reliable estimation method
Reproducing kernels
Reproducing kernel spaces
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Subject Index to Volumes 91—100 (1998) 243—256
Residual error indicators
Residual scaling techniques
Residual-based a posteriori error estimators
Richardson iteration
Riemann zeta function
Rodrigues type formula
Root-finding methods
Runge—Kutta scheme
Runge—Kutta methods
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SOR method
Saalschu¨tz’ summation formula
Saddle points
Saddle-point problem
Schro¨dinger equation
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Second order difference equations
Second order C-differentiable
Second kind equations
Second-order ODE
Second-order differential equations
Secondary: 34E20
Secular equation
Self-similar behaviour
Self-similar solution
Self-similar solutions
Semi-classical orthogonal polynomials
Semi-implicit prediction—correction scheme
Semilinear parabolic equations
Series of exponential functions
Sheffer polynomials
Signorini
Simultaneous method
Simultaneous methods
Single equations
Singular identification problem
Singular integrals
Singularly perturbed reaction—diffusion problem
Slow-decay potentials
Sobolev orthogonal polynomials
Sobolev inner products
Sobolev orthogonal polynomials
Sobolev—Laguerre polynomials
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Subject Index to Volumes 91—100 (1998) 243—256
Solitary wave
Solvability
Sparse matrix
Spectral concentration
Spectral element methods
Spectral function
Spectral transformations
Splines
Spurious poles
Star-like
Stefan problem
Step size control
Stieltjes polynomials
Stieltjes—Wigert polynomials
Stochastic differential equations
Stochastic integration
Stochastic volatility
Stoichiometric particle dissolution
Stokes equations
Strong and weak asymptotics
Strong asymptotics
Strong moment problems
Structural analysis
Structured kernels
Sturm—Liouville problems
Summary difference equations
Sums containing Wittaker functions and Laguerre
polynomials
Sylvester equation
Symmetric
Symmetrizability
Synchrotron radiation
System of weakly nonlinear equations
System of partial differential equations
Systems of linear equations
Szego? condition
Szego? theory
Tchebychev polynomials
Tempered distribution
Ternary alloy homogenisation
Third-order method
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Subject Index to Volumes 91—100 (1998) 243—256
Third-order process
Three-dimensional Poisson equation
Time discretization
Toeplitz matrix
Transcendental functions
Transient noise
Transmission problem
Tsertsvadze
Turning point theory
Two-point iteration
Two-stage iteration
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Unconstrained optimization
Uniform pseudorandom numbers
Uniqueness of solution
Uniqueness
Univalent
Upper and lower solutions
Uzawa method
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Varying measures
Varying weights
Vector sequence transformations
Volterra
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WKB methods
Wang—Zheng’s method
Water waves
Wave propagation
Weighted residual approach
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Zeiberger’s algorithm
Zero distribution
Zeros of orthogonal polynomials
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Zeros
Subject Index to Volumes 91—100 (1998)
Vol.
pp.
Asymptotic expansions
Asymptotics of orthogonal polynomials
Asymptotics
Asynchronous iteration
Asynchronous parallel method
Athletic records
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Banach algebras
Banach space
Barnes G-function
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15A60
33C05
33C25
34A05
81Q20
A priori error bounds
A method of solution
Acceleration of convergence
Adaptive grid refinement
Adaptive grids
Advection—diffusion equations and systems
Alternating projections
American constraint
Appell systems
Approximate solutions to the Schro¨dinger equation
Approximate factorization
Approximate solutions
Approximation
Asymptotic behaviour
Asymptotic behaviour of the solutions
Elsevier Science B.V.
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Subject Index to Volumes 91—100 (1998) 243—256
Bernstein inequality
Bessel functions
Bessel polynomials
Best ¸p approximation
Biorthogonal polynomials
Birth—death process
Block asynchronous iterations
Block SOR method
Blow-up
Boundary integral equation
Boundary conditions
Boundary element methods
Boundary integral method
Boundary-value
Boundedness
Brafman polynomials
Calculus of variations
Canonical projectors
Cauchy singular integral equation
Cavitation
Chaotic iteration
Chebyshev abscissae
Chebyshev polynomials
Circuit simulation
Classical orthgonal polynomials of a discrete variable
Clausen’s function
Close-to-convex
Coercive domain decomposition methods
Complementarity relations
Computable error
Computer algebra
Conjugate gradient method
Conjugate residual method
Connection problem
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Subject Index to Volumes 91—100 (1998) 243—256
Connection coefficients
Constrained equilibrium problem
Continuous Runge—Kutta methods
Continuous analog of Newton’s method
Convergence of Pade´ approximants
Convergence acceleration
Convergence conditions
Convergence property
Convergence rate
Convergence theorem
Convergence theorems
Convergence theory
Convergence and convergence rate
Convergence
Convex
Criteria for blowup
Cubature scheme
Cyclically monotone
Dawson’s integral
Decomposition with respect to the cyclic group of order n
Decomposition
Delay difference equations
Delay
Diamond operator
Difference equation
Difference operators
Differential equations of second order with delay
Differential operators
Differential systems
Differential-algebraic equations
Diffraction
Digital image
Dimensions
Dipole
Dirac delta distributions
Dirac delta function
Dirichlet-to-Neumann mapping
Discontinuous coefficients
Discrete QMR and BCG
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35
3
45
149
92
99
96
98
95
100
91
98
92
91
92
99
100
91
94
96
95
100
92
100
92
91
97
55
139
179
153
33
107
27
85
87
85
105
77
1
69
139
139
33
37
145
37
159
246
Subject Index to Volumes 91—100 (1998) 243—256
Discrete orthogonality
Dissipation error
Divided differences
Dixon’s theorem
Domain decomposition method
Domain decomposition
Double iteration process
Duality methods
Dunkl operators
Educational testing
Eigenvalue bounds
Eigenvalue problem
Eigenvalues
Embedding
Error bounds
Error estimates
Error analysis
Errors
Euler series
Euler equations
Euler’s beta function and its generalizations
Euler—Maclaurin expansion
Exact scheme
Existence theorem
Existence theory
Explosion
Exponential model
Extensions of trapezoidal rule
Extrapolation procedures
Filtering method
Finite difference
Finite
Finite
Finite
Finite
elements
difference method
element method
element
99
95
92
92
98
91
98
91
98
99
255
157
69
135
213
63
35
191
191
337
91
95
91
96
98
98
98
94
99
92
92
94
98
91
100
93
97
98
95
97
91
91
91
31
83
47
91
233
35
233
69
105
59
37
123
245
63
23
89
137
27
29
153
107
219
219
100
92
98
91
100
95
96
91
161
37
289
47
173
29
13
199
247
Subject Index to Volumes 91—100 (1998) 243—256
Finite elements
98
98
97
99
96
95
95
96
92
94
94
98
99
99
91
191
273
3
387
91
65
83
91
103
13
55
191
219
463
231
Geophysical prospecting
Green’s function
Guaranteed error bounds
92
98
97
99
94
100
91
99
99
99
100
99
95
92
91
59
49
81
167
123
111
179
353
353
337
121
401
13
59
137
Hermite matrix polynomials
Hermite—Feje´r and Hermite interpolation
Hermite—Pade´ approximants
Hermitian functionals
Hurwitz Zeta function
Hurwitz Zeta function
Hypergeometric functions
Hypergeometric polynomials
Hypergeometric series
Hypergeometric Gauss’s summation theorem
Hypergeometric
99
99
99
99
100
100
96
99
98
92
100
105
219
423
3
191
201
35
15
245
135
225
Finite-time blowup
First passage time
Fliess series
Fluid wave
Fourier—Bessel expansion
Fourth order Sturm—Liouville problems
Fourth-order difference equation
Fre´chet derivative
Free boundary problems
Free boundary problems
Freud weights
Freud weight
Fundamental biharmonic problem
G-condition
GMERR method
Galerkin finite element method
Gamma function
Gaussian quadrature
Gegenbauer polynomials
Generalized incomplete gamma functions
Generalized wavelet packets
Generalized wavelet
Generalized Hermite polynomials
Generating functions
248
Subject Index to Volumes 91—100 (1998) 243—256
IID Random variables
Ill-conditioning
Ill-posed Boussinesq equation
Image transformation
Implicit scheme
Inclusion methods
Incomplete factorization
Indeterminate moment problems
Inequalities for the product
Inexact generalized Newton method
Inexact Newton-like methods
Initial conditions for convergence
Initial conditions
Initial-value problems
Inner product
Integrable discretization
Integral transforms
Integral equations
Interpolation
Interpolatory quadrature formulae
Interval of periodicity
Inverse source problem
Inverse matrix problem
Inversive and explicit inversive congruential generators
Iterated integrals
Iteration functions
Iterative methods
Iterative method
Jackson—Bernstein theorem
Kampe´ de Fe´riet functions
Kergin interpolation
Kernel of Marcel Riesz
Koornwinder polynomials
Kron’s method
Kronecker sums
Krylov subspace
Kummer
Kuramoto—Tsuzuki equation
99
93
100
94
97
96
94
99
99
93
94
96
91
100
99
96
91
97
92
94
95
95
92
95
96
98
92
94
98
365
75
161
69
137
117
133
67
319
107
13
117
123
11
299
77
1
153
59
199
1
139
15
117
91
311
15
153
49
99
463
91
95
100
99
98
98
98
100
98
179
45
33
189
35
1
49
225
289
249
Subject Index to Volumes 91—100 (1998) 243—256
Lagrange interpolation
Laguerre polynomials
Laguerre functions
Laguerre
Laguerre—Freud equations
Lanczos method
Laplace integral
Laplace transforms
Laurent biorthogonal polynomials
Least-squares problem
Le´vy processes
Lie-Poisson bracket
Limit relation
Limit theorems
Linear systems of ODEs
Linear complementarity problem
Linear systems
Lobatto-type quadrature
Local convergence
Logarithmic capacity
Logarithmic potential
Lubrication
M-matrix
Malmquist systems
Marcinkiewicz inequalities
Markov chain
Martingales
Matched asymptotic expansions
Matrix multisplitting
Matrix representation
Matrix Pade´ approximation
Matrix functions
Maxwell equations
Mean convergence, ¸
p
Measures on the unit circle
Midpoint method
Minimal residual smoothing
92
99
99
99
99
99
100
99
98
93
99
99
98
100
99
98
91
99
99
91
96
94
94
93
91
99
98
69
401
529
55
77
353
225
143
149
95
529
401
121
1
365
1
97
327
287
159
127
23
1
35
231
189
191
94
99
99
92
99
97
93
96
98
94
99
100
99
96
98
100
133
299
129
15
365
99
13
127
1
23
105
173
219
27
305
41
250
Subject Index to Volumes 91—100 (1998) 243—256
Minimax series
Minimum degrees
Mixed finite element
Mixed interpolation
Mixed type system
Model-trust region algorithms
Modified Chebyshev algorithm
Modified moments
Modulus of smoothness
Moment preserving spline approximation
Monge—Kantorovitch problem
Monotone iterative technique
Monotonicity
Monte Carlo algorithms
Moving grid method
Multigrid method
Multiple orthogonality
Multiple roots
Multipoint Pade´ approximation
Multistep scheme
Multivariate time-series models
Mu¨ntz polynomials
Mu¨ntz systems
nth root
Navier—Stokes equations
Nevanlinna matrices
Nevanlinna parametrization
Newton’s method
Nikishin system
Non-conforming Galerkin scheme
Nonconforming finite element methods
Nondecreasing positive solution
Nondefinite linear functionals
Nondiagonal Sobolev inner product
Nondifferentiable operators
Nonexistence
Nonhomogeneous differential and difference equations
Nonlinear boundary value problem
Nonlinear complementarity problem
Nonlinear differential equation
Nonlinear diffusion equations
99
94
100
92
92
91
98
92
98
99
99
96
95
98
92
93
100
99
98
99
100
94
99
99
319
23
145
69
37
249
81
109
81
463
119
149
127
63
15
123
41
423
311
373
77
23
299
299
91
91
99
99
91
99
100
96
98
99
100
94
99
99
95
93
98
97
97
191
63
311
311
191
91
145
99
27
119
111
13
119
177
127
35
63
39
3
251
Subject Index to Volumes 91—100 (1998) 243—256
Nonlinear equations in Banach spaces
Nonlinear equations
Nonlinear multisplitting
Nonlinear parabolic problem
Nonlinear thermoelasticity
Nonlinear theory
Nonlinear
Nonlocal heat equations
Nonlocal term
Nonsmooth equation
Nonsmooth optimization
Nonsymmetric systems
Nonterminating hypergeometric series
Numerical integration
Numerical
Numerical
Numerical
Numerical
Numerical
procedure
solutions
stability
analysis
integration
Odd and even spectra
One-dimensional
Optimal control
Optimal coupling
Optimal parameter
Order of convergence
Ordinary differential equations
Orthogonal polynomials in two variables
Orthogonal polynomials
96
98
91
91
93
97
100
95
97
97
97
100
91
98
99
93
97
91
97
98
100
94
1
305
249
261
35
81
53
65
137
39
23
207
31
49
449
89
137
107
3
49
11
69
98
100
95
96
100
98
100
99
91
92
92
96
99
99
99
99
99
99
98
99
99
233
53
29
149
1
311
11
239
97
103
85
27
119
287
327
373
3
47
81
177
189
252
Subject Index to Volumes 91—100 (1998) 243—256
Orthogonal polynomials
Orthogonality
Oscillation
Oscillatory
PDE option pricing
Pade´ approximants
Pade´ approximation
Pade´-type approximation
Parabolic equation
Parabolic equations
Parallel computing
Partial differential equations
Penalty function methods
Periodic problems
Periodic solution
Perturbed polynomials system
Phase-lag
Piecewise polynomial quadrature
Piecewise polynomial product integration rules
Piecewise rational approximation
Plancherel-Rotach formulae
Point estimation
Poisson and Biharmonic equation
Polygamma functions
Polygamma function
Polylogarithms
Polynomial and non-polynomial potentials
Polynomial approximation
Polynomial roots
Polynomial zeros
Positive-semi-definite matrix
Power method with shift
Precondition
Preconditioned iterative method
Preconditioner
Prescribed poles
Primary: 81Q05
99
99
99
99
99
95
98
365
37
55
91
299
153
27
91
99
99
99
95
95
97
98
91
99
95
95
95
98
95
95
91
99
99
91
94
100
100
98
95
99
99
96
91
91
96
100
100
94
94
93
199
155
511
47
153
29
51
213
261
239
29
157
127
99
1
101
219
195
77
123
153
191
201
245
83
319
463
117
123
31
77
207
1
133
1
45
253
Subject Index to Volumes 91—100 (1998) 243—256
Probabilistic error bounds
Probability with fixed marginals
Psi function
Ptak-like conditions
94
96
98
99
94
69
149
245
167
13
q-Hermite polynomials
q-Krawtchouk polynomials
q-Laguerre polynomials
q-Meixner polynomials
q-orthogonal polynomials
Quadrature formulae
Quadrature weight
Quasi-stationary distribution
Quasilinear elliptic boundary value problem
99
99
99
99
99
92
95
99
96
67
275
67
275
67
59
101
387
13
98
93
99
99
99
99
100
91
99
94
94
96
97
99
92
99
96
99
99
98
98
94
93
93
93
95
99
99
179
95
387
287
387
387
1
191
299
1
23
77
99
463
97
3
1
275
299
305
1
133
75
35
13
139
401
413
Radius of attraction
Random coupon collector problem
Random walk
Random walks
Random-walk polynomials
Random-walk measure
Rank-deficient least-squares problem
Rate of convergence
Rational functions
Rational space
Rationality
Rayleigh quotient gradient system
Reaction—diffusion systems
Realization functional
Rectangular quadrature rule
Recurrence formulas
Recurrence relations
Recurrence formulas
Recurrence relations
Recursive constructions
Regular splitting
Regularization
Relaxation method
Relaxation technique
Reliable estimation method
Reproducing kernels
Reproducing kernel spaces
254
Subject Index to Volumes 91—100 (1998) 243—256
Residual error indicators
Residual scaling techniques
Residual-based a posteriori error estimators
Richardson iteration
Riemann zeta function
Rodrigues type formula
Root-finding methods
Runge—Kutta scheme
Runge—Kutta methods
100
100
96
92
98
99
98
100
100
173
41
99
109
245
239
311
77
93
SOR method
Saalschu¨tz’ summation formula
Saddle points
Saddle-point problem
Schro¨dinger equation
100
99
100
100
91
95
95
99
93
91
95
99
93
98
97
97
97
99
92
97
92
99
94
96
91
98
99
91
98
94
100
96
99
99
207
449
121
207
47
83
1
37
107
159
157
15
45
233
99
81
51
143
37
23
97
365
55
117
123
311
195
219
213
181
111
27
401
401
Second order difference equations
Second order C-differentiable
Second kind equations
Second-order ODE
Second-order differential equations
Secondary: 34E20
Secular equation
Self-similar behaviour
Self-similar solution
Self-similar solutions
Semi-classical orthogonal polynomials
Semi-implicit prediction—correction scheme
Semilinear parabolic equations
Series of exponential functions
Sheffer polynomials
Signorini
Simultaneous method
Simultaneous methods
Single equations
Singular identification problem
Singular integrals
Singularly perturbed reaction—diffusion problem
Slow-decay potentials
Sobolev orthogonal polynomials
Sobolev inner products
Sobolev orthogonal polynomials
Sobolev—Laguerre polynomials
255
Subject Index to Volumes 91—100 (1998) 243—256
Solitary wave
Solvability
Sparse matrix
Spectral concentration
Spectral element methods
Spectral function
Spectral transformations
Splines
Spurious poles
Star-like
Stefan problem
Step size control
Stieltjes polynomials
Stieltjes—Wigert polynomials
Stochastic differential equations
Stochastic integration
Stochastic volatility
Stoichiometric particle dissolution
Stokes equations
Strong and weak asymptotics
Strong asymptotics
Strong moment problems
Structural analysis
Structured kernels
Sturm—Liouville problems
Summary difference equations
Sums containing Wittaker functions and Laguerre
polynomials
Sylvester equation
Symmetric
Symmetrizability
Synchrotron radiation
System of weakly nonlinear equations
System of partial differential equations
Systems of linear equations
Szego? condition
Szego? theory
Tchebychev polynomials
Tempered distribution
Ternary alloy homogenisation
Third-order method
100
98
94
94
91
98
98
96
99
96
93
100
99
99
100
100
99
91
93
96
91
100
99
99
95
99
94
98
161
289
133
181
63
233
121
139
511
35
123
93
129
67
93
77
365
199
123
99
137
121
77
311
117
413
181
179
100
99
98
99
93
93
95
98
96
99
23
105
233
239
75
13
13
149
27
91
99
100
93
98
319
33
123
305
256
Subject Index to Volumes 91—100 (1998) 243—256
Third-order process
Three-dimensional Poisson equation
Time discretization
Toeplitz matrix
Transcendental functions
Transient noise
Transmission problem
Tsertsvadze
Turning point theory
Two-point iteration
Two-stage iteration
96
95
98
98
100
100
100
98
93
96
93
1
139
213
233
201
77
145
289
45
1
13
Unconstrained optimization
Uniform pseudorandom numbers
Uniqueness of solution
Uniqueness
Univalent
Upper and lower solutions
Uzawa method
91
95
91
94
96
95
100
249
117
231
23
35
127
207
Varying measures
Varying weights
Vector sequence transformations
Volterra
99
99
98
97
91
373
149
153
WKB methods
Wang—Zheng’s method
Water waves
Wave propagation
Weighted residual approach
93
91
91
95
95
45
123
1
65
139
Zeiberger’s algorithm
Zero distribution
Zeros of orthogonal polynomials
99
99
98
92
99
449
255
99
1
299
Zeros