curriculum development # goals of mathematics teaching.
97D30
curriculum guides, official documents # syllabuses.
97B70
curriculum materials, effective teaching, etc.) # teaching and curriculum (innovations, teaching practices, studies of
97C90
curvature # minimal surfaces, surfaces with prescribed mean
53A10
curvature manifolds # negative
32Q05
curvature manifolds # positive
32Q10
curvature restrictions # methods of Riemannian geometry, including PDE methods;
53C21
curvature, tight, etc.) # immersions (minimal, prescribed
53C42
curve fitting # smoothing,
65D10
curve sketching, extremum problems) # differential calculus (e.g.:
97I40
curved groups # hyperbolic groups and nonpositively
20F67
curved space backgrounds # quantum field theory on
81T20
curves
14Hxx
curves
14Q05
curves # directly differentiable
51L10
curves # elliptic
14H52
curves # geometry of orders of nondifferentiable
51L05
curves # plane and space
14H50
curves # pseudoholomorphic
32Q65
curves and curves of low genus # special
14H45
curves and surfaces on projective and affine planes
516.352
curves and surfaces) # computer aided design (modeling of
65D17
curves and their moduli # vector bundles on
14H60
curves in Euclidean space
53A04
curves of arbitrary genus or genus $\ne 1$ over global fields
11G30
curves of low genus # special curves and
14H45
curves over finite and local fields
11G20
curves over global fields # elliptic
11G05
curves over local fields # elliptic
11G07
curves) # convex sets in $2$ dimensions (including convex
52A10
curves, dendrites # spaces of dimension $\leq 1$;
54F50
curves, singular points, limit cycles # location of integral
34C05
cut # polyhedral combinatorics, branch-and-bound, branch-and-
90C57
cut-elimination and normal-form theorems
03F05
CW-complexes # wall finiteness obstruction for
57Q12
cycles # algebraic
14C25
cycles # computation of homoclinic
37M20
cycles # deformations of singularities; vanishing
32S30
cycles # location of integral curves, singular points, limit
34C05
cycles # paths and
05C38
cycles # phase plane analysis, limit
70K05
cycles and motivic cohomology # algebraic
19E15
cycles and periodic orbits # bifurcations of limit
37G15
cycles and subschemes
14Cxx
cycles by submanifolds # realizing
57R95
cycles of polynomial and analytic vector fields (existence, uniqueness, bounds, Hilbert's 16th problem and ramifications) # theory of limit
34C07
cyclic and hypercyclic vectors
47A16
cyclic codes
94B15
cyclic groups
512.232
cyclic homology and cohomology # $K$-theory and homology;
19D55
cyclic products # symmetric products,
55S15
cyclic theory) # $K$-theory and operator algebras (including
46L80
cyclic, dihedral, etc.) # (co)homology of commutative rings and algebras (e.g., Hochschild, Andr\'e - Quillen,
13D03
cyclic, dihedral, etc.) # (Co)homology of rings and algebras (e.g. Hochschild,
16E40
cyclotomic extensions
11R18
cyclotomic function fields (class groups, Bernoulli objects, etc.)
11R60
cyclotomy
11T22
cylinder functions, $_0F_1$ # Bessel and Airy functions,
33C10
cylindric and polyadic algebras; relation algebras
03G15
cylindrical, etc.) and integrals (Feynman, path, Fresnel, etc.) on manifolds # measure (Gaussian,
46T12
cylindrical, etc.) on manifolds of maps # measures (Gaussian,
58D20
damage # anelastic fracture and
74R20
damage # brittle
74R05
damage # fracture and
74Rxx
damage # theories of fracture and
74A45
damping, various viscoelastic materials) # materials of strain-rate type and history type, other materials with memory (including elastic materials with viscous
74Dxx
Daniell integrals, etc.), representing set functions and measures # integration theory via linear functionals (Radon measures,
28C05
Darboux equation and generalizations # Euler - Poisson -
35Q05
data # PDE with discontinuous coefficients or
35R05
data # realizations from input-output
93B15
data # survival analysis and censored
62Nxx
data # theory of
68Pxx
data analysis
62-07
data analysis # descriptive statistics, statistical data handling, graphical methods of data representation,
97K40
data encryption
68P25
data handling, graphical methods of data representation, data analysis # descriptive statistics, statistical
97K40
data models # censored
62N01
data representation, data analysis # descriptive statistics, statistical data handling, graphical methods of
97K40
data smoothing
93E14
data structures
68P05
data types; algebraic specification # abstract
68Q65
data, parameters # dependence of solutions of PDE on initial and boundary
35B30
data; spatial statistics # directional
62H11
database theory
68P15
de_Branges, ...) # Hilbert subspaces; complementation (Aronszajn,
46C07
De_Morgan algebras, Lukasiewicz algebras
06D30
de_Rham cohomology
14F40
de_Rham theory
58A12
de_Vries, Burgers, sine-Gordon, sinh-Gordon, etc.) # KdV-like equations (Korteweg -
35Q53
death, etc.) # branching processes (Galton - Watson, birth-and-
60J80
decentralized systems
93A14
decidability
11U05
decidability
12L05
decidability of theories and sets of sentences
03B25
decimal (base 10) system
513.55
decimal fractions
513.265
decimals. extensions of number domains # integers. rational numbers. arithmetic operations on integers, fractions and
97F40
decision making, including multiple objectives # management
90B50
decision problems # compound
62C25
decision problems, connections with logic and automata # word problems, other
20F10
decision procedures; empirical Bayes procedures # empirical
62C12
decision processes # Markov and semi-Markov
90C40
decision support, etc.) # information systems (hypertext navigation, interfaces,
68U35
decision theory
519.542
decision theory
62Cxx
decision theory
91B05
decision theory for games
91A35
decision theory, reliability, quality control) # applied statistics (e.g.: simulation,
97K90
decoding
94B35
decomposable operators, well-bounded operators, etc. # spectral operators,
47B40
decomposition # multigrid methods; domain
65M55
decomposition # multigrid methods; domain
65N55
decomposition methods
49M27
decomposition theory for $C^*$-algebras
46L45
decompositions # idempotents, Peirce
17C27
decompositions # quotient spaces,
54B15
Dedekind eta function, Dedekind sums
11F20
Dedekind sums # Dedekind eta function,
11F20
Dedekind, Pr\"ufer and Krull rings and their generalizations
13F05
deduction, resolution, etc.) # theorem proving (
68T15
deductive mathematics
511.24
deductive systems # abstract
03B22
deductive systems # foundations, relations to logic and
18A15
deferred corrections # extrapolation to the limit,
65B05
definability # inductive
03D70
definability # interpolation, preservation,
03C40
definability # other notions of set-theoretic
03E47
definability, and core models # inner models, including constructibility, ordinal
03E45
defined by compactness properties # operators
47B07
defined by functions # special sets
54C50
defined by inductive or projective limits (LB, LF, etc.) # spaces
46A13
defined by maps # maps and general types of spaces
54Cxx
defined by ring conditions (factorial, Cohen - Macaulay, seminormal) # varieties
14M05
defined by series and integrals # other functions
33E20
defined by subgroup chains # other classes of groups
20F22
defined by them # basic hypergeometric integrals and functions
33D60
defined by them ($E$, $G$ and $H$ functions) # hypergeometric integrals and functions
33C60
defining. axiomatics and axiomatic methods. acquisition of mathematical concepts # language of mathematics. formalization.
97E40
definite functions # positive
42A82
definite functions on groups, semigroups, etc. # positive
43A35
definition of functions. differential equations, difference equations, integral equations) # functional equations (
97I70
definitions, generalizations
18A05
deformable solids # mechanics of
74-XX
deformation # kinematics of
74A05
deformation of singularities
58K60
deformation quantization, star products
53D55
deformation theory, Artin approximation, etc. # local
14B12
deformations # formal methods;
14D15
deformations # Painlev\'e and other special equations; classification, hierarchies; isomonodromic
34M55
deformations # quantizations,
46L65
deformations # quantum groups (quantized enveloping algebras) and related
17B37
deformations and infinitesimal methods
13D10
deformations for ordinary differential equations (e.g. Khnizhnik - Zamolodchikov equation) # moduli and
32G34
deformations of analytic structures
32Gxx
deformations of complex structures
32G05
deformations of fiber bundles
32G08
deformations of rings
16S80
deformations of singularities
14B07
deformations of singularities; vanishing cycles
32S30
deformations of special (e.g. CR) structures
32G07
deformations of structures
58H15
deformations of submanifolds and subspaces
32G10
deformations superposed on large) # equations linearized about a deformed state (small
74B15
deformed state (small deformations superposed on large) # equations linearized about a
74B15
degenerate type # elliptic partial differential equations of
35J70
degenerate type # hyperbolic PDE of
35L80
degenerate type # parabolic partial differential equations of
35K65
degenerations # fibrations,
14D06
degenerations # period matrices, variation of Hodge structure;
32G20
degree # by
515.8252
degree # by
515.9252
degree # equations and functions by
515.252
degree # varieties of low
14N25
degree equations; Fermat's equation # higher
11D41
degree higher than two # forms of
11E76
degree of approximation # rate of convergence,
41A25
degree sequences
05C07
degree structures # other Turing
03D28
degree theory
47H11
degree, winding number
55M25
degree-theoretic methods # periodic, homoclinic and heteroclinic orbits; variational methods,
37J45
degrees # recursively (computably) enumerable sets and
03D25
degrees and reducibilities # other
03D30
degrees of sets of sentences # undecidability and
03D35
Dehn's lemma, sphere theorem, loop theorem, asphericity
57M35
delay equations # stochastic
34K50
Deligne (co)homologies) # other algebro-geometric (co)homologies (e.g., intersection, equivariant, Lawson,
14F43
demand theory # consumer behavior,
91B40
demand theory, etc.) # applications (reliability,
60K10
demodulation # modulation and
94A14
demography # mathematical geography and
91D20
dendrites # spaces of dimension $\leq 1$; curves,
54F50
Denjoy and Perron integrals, other special integrals
26A39
densities and Hausdorff dimension # conformal
37F35
density estimation
62G07
density theorems
11R45
density, gaps, topology
11B05
denumerable structures
03C15
dependence # integral
13B21
dependence and continuation of solutions # initial value problems, existence, uniqueness, continuous
34A12
dependence of solutions of PDE on initial and boundary data, parameters
35B30
dependence theorems # algebraic
32J10
dependence, rank # vector spaces, linear
15A03
depth, related rings (catenary, etc.) # dimension theory,
13C15
derivations
13N15
derivations, actions of Lie algebras
16W25
derivations, dissipations and positive semigroups in $C^*$-algebras
46L57
derivations, elementary operators, etc. # commutators,
47B47
derivations, other operators # automorphisms,
17A36
derivations, other operators # automorphisms,
17B40
derivative, holomorphy (all involving infinite-dimensional spaces) # measures, integration,
46Gxx
derivative-free methods
90C56
derivatives
46G05
derivatives # nondifferentiability (nondifferentiable functions, points of nondifferentiability), discontinuous
26A27
derivatives and differential and integral operators # inequalities involving
26D10
derivatives and integrals # fractional
26A33
derivatives, mean-value theorems # differentiation (functions of one variable): general theory, generalized
26A24
derived categories, triangulated categories
18E30
derived functors # resolutions;
18G10
derived functors and satellites
18E25
derived functors for triples # triples (=standard construction, monad or triad), algebras for a triple, homology and
18C15
derived series, central series, and generalizations
20F14
derived spaces
514.3203
Desarguesian and Pappian geometries
51A30
Desarguesian lattices # modular lattices,
06C05
descent) # singular perturbation problems in the complex domain (complex WKB, turning points, steepest
34M60
descent, etc.) # asymptotic approximations, asymptotic expansions (steepest
41A60
descriptive complexity and finite models
68Q19
descriptive geometry
51N05
descriptive geometry
97G80
descriptive geometry # abstract
516.6
descriptive geometry # analytic and
51Nxx
descriptive set theory
03E15
descriptive set theory (topological aspects of Borel, analytic, projective, etc. sets)
54H05
descriptive statistics, multivariate analysis, analysis of variance and covariance
519.53
descriptive statistics, statistical data handling, graphical methods of data representation, data analysis
97K40
design # computer-aided
68U07
design # sequential
62L05
design (modeling of curves and surfaces) # computer aided
65D17
design and communication # network
68M10
design of experiments
519.57
design of experiments
62Kxx
design techniques (robust design, computer-aided design, etc.)
93B51
design theory # applications of
94C30
design, computer-aided design, etc.) # design techniques (robust
93B51
design, etc.) # design techniques (robust design, computer-aided
93B51
designs # block
05B05
designs # block
62K10
designs # factorial
62K15
designs # general block
51E05
designs # optimal
62K05
designs # response surface
62K20
designs # robust parameter
62K25
designs and configurations
05Bxx
designs, configurations # other
05B30
designs, geometries and codes # group actions on
05E20
desingularization, zeros of Abelian integrals, etc.) # connections with real algebraic geometry (fewnomials,
34C08
detection # estimation and
93E10
detection theory
94A13
detection, filtering, etc.) # applications (signal
60G35
detection; testing # fault
94C12
determinacy of map germs # classification; finite
58K40
determinacy principles
03E60
determinant bundles, analytic torsion # determinants and
58J52
determinantal ideals # linkage, complete intersections and
13C40
determinantal varieties
14M12
determinants
512.9432
determinants
65F40
determinants # matrices,
11C20
determinants # Selberg zeta functions and regularized
11M36
determinants and determinant bundles, analytic torsion
58J52
determinants and matrices
512.943
determinants, permanents, other special matrix functions
15A15
determinants, theory of equation) # linear algebra. multilinear algebra. (vector spaces, linear mappings, matrices,
97H60
determination of effective properties # homogenization,
74Qxx
determination of functions
515.232
determination of functions
515.8232
determination of functions
515.9232
determined by compactness or summability properties (nuclear spaces, Schwartz spaces, Montel spaces, etc.) # spaces
46A11
determined by universal properties (free algebras, coproducts, adjunction of inverses, etc.) # rings
16S10
deterministic # network models,
90B10
deterministic # scheduling theory,
90B35
development # goals of mathematics teaching. curriculum
97D30
development and evaluation of textbooks. textbook use in the classroom # analysis of textbooks,
97U20
development, etc.) # teachers, and research on teacher education (teacher
97C70
development, problem solving, etc.) # student learning and thinking (misconceptions, cognitive
97C30
developmental biology, pattern formation
92C15
deviating arguments # partial functional-differential or differential-difference equations, with or without
35R10
deviation # measures of
519.534
deviations # large
60F10
devices (``smart materials'') # control, switches and
74M05
DF)-spaces # locally convex Fr\'echet spaces and (
46A04
diagnosis, analysis and remediation of learning difficulties and student errors
97D70
diagnostics
62J20
diagonalizable algebras) # provability logics and related algebras (e.g.,
03F45
diagonalizable algebras, etc.) # Boolean algebras with additional operations (
06E25
diagram schemes, precategories # graphs,
18A10
diagrams # buildings and the geometry of
51E24