piezoelectricity
537.2446
piezoelectricity, ferroelectricity
537.244
pivoting methods # extreme-point and
90C50
PL-structures: classification, Hauptvermutung # comparison of
57Q25
PL-topology
57Qxx
PL-topology # equivariant
57Q91
placement problems # pole and zero
93B55
planar arrangements of lines and pseudolines
52C30
Planck, Langevin, etc.) # stochastic methods (Fokker -
82C31
plane # capacity and harmonic measure in the complex
30C85
plane # quasiconformal mappings in the
30C62
plane analitic geometry
516.32
plane analysis, limit cycles # phase
70K05
plane and space curves
14H50
plane and surfaces # homeomorphism and diffeomorphisms of
37E30
plane geometry
516.22
plane trigonometry
516.242
planes
516.05
planes # absolute
51F05
planes # affine and projective
51E15
planes # curves and surfaces on projective and affine
516.352
planes # finite upper-half
11T60
planes # non-Desarguesian affine and projective
51A35
planes and spreads # translation
51A40
planetary atmospheres
85A20
planning # educational research and
97B10
planning aids # teacher manuals and
97U30
plant biology
92C80
plasma physics
530.44
plasmas
82D10
plasmic flow # ionized gas flow in electromagnetic fields;
76X05
plastic materials, materials of stress-rate and internal-variable type
74Cxx
plasticity
531.385
plateau # Mesopotamia and iranian
935
plates
74K20
platonism and neoplatonism # modern
141.2
players # games with infinitely many
91A13
pluralism # dualism and
147.4
pluricomplex Green functions
32U35
pluriharmonic and plurisubharmonic functions
31C10
pluripotential theory
32Uxx
pluripotential theory
32U15
plurisubharmonic exhaustion functions
32U10
plurisubharmonic functions # pluriharmonic and
31C10
plurisubharmonic functions and generalizations
32U05
plus-constructions # Q$- and
19D06
Poincar\'e duality spaces
57P10
Poincar\'e series # Hilbert - Samuel and Hilbert - Kunz functions;
13D40
point # motion of a rigid body with a fixed
70E17
point estimation
62F10
point processes
60G55
point set topology (general topology)
514.322
point theorems # index theory and related fixed
58J20
point theorems on manifolds # fixed
58C30
point theory (Morse theory, Ljusternik - Schnirelman (Lyusternik - Shnirel'man) theory, etc.) # abstract critical
58E05
point theory and variational methods # infinite-dimensional critical
47J30
points # bifurcations of singular
37G10
points # critical
35B38
points # rational
14G05
points and coincidences # fixed
55M20
points and critical submanifolds # critical
57R70
points in specified regions # lattice
11P21
points of functions and mappings # critical
58K05
points with homoclinic trajectories # hyperbolic singular
37G20
points, flats, hyperplanes # arrangements of
52C35
points, periodic points, fixed-point index theory # fixed
37C25
points; gap sequences # Riemann surfaces; Weierstrass
14H55
Poisson - Darboux equation and generalizations # Euler -
35Q05
Poisson algebras
17B63
Poisson manifolds
53D17
polar geometry, symplectic spaces, orthogonal spaces
51A50
polar materials
74A35
polarization
535.52
pole and zero placement problems
93B55
policy and educational systems # educational
97Bxx
polyadic algebras; relation algebras # cylindric and
03G15
polygenic and areolar monogenic functions) # monogenic properties of complex functions (including
30A05
polyharmonic equations and functions # biharmonic and
31B30
polyhedra # polytopes and
52Bxx
polyhedra and polytopes; regular figures, division of spaces
51M20
polyhedral combinatorics, branch-and-bound, branch-and-cut
90C57
polyhedral manifolds
52B70
polylogarithms and relations with $K$-theory
11G55
polymers
82D60
polynomial and analytic vector fields (existence, uniqueness, bounds, Hilbert's 16th problem and ramifications) # theory of limit cycles of
34C07
polynomial approximation, Runge pairs, interpolation # holomorphic and
32E30
polynomial convexity
32E20
polynomial ideals, Gr\"obner bases
13P10
polynomial identity # rings with
16Rxx
polynomial operators # multilinear and
47H60
polynomial rings and ideals; rings of integer-valued polynomials
13F20
polynomial rings and semigroup rings # ordinary and skew
16S36
polynomial rings over finite fields # arithmetic theory of
11T55
polynomial values # primes represented by polynomials; other multiplicative structure of
11N32
polynomial, rational, involution) # other kinds of identities (generalized
16R50
polynomials
11C08
polynomials
11S05
polynomials
11T06
polynomials
13M10
polynomials
30C10
polynomials # approximation by
41A10
polynomials # Bernoulli and Euler numbers and
11B68
polynomials # computational aspects of field theory and
12Y05
polynomials # field theory and
12-XX
polynomials # inequalities for trigonometric functions and
26D05
polynomials # orthogonal
515.55
polynomials # orthogonal
05E35
polynomials # polynomial rings and ideals; rings of integer-valued
13F20
polynomials # special
12E10
polynomials # special sequences and
11B83
polynomials (irreducibility, etc.)
11R09
polynomials (irreducibility, etc.)
12E05
polynomials and functions # other special orthogonal
33C47
polynomials and functions (Askey - Wilson polynomials, etc.) # basic orthogonal
33D45
polynomials and functions associated with root systems # orthogonal
33C52
polynomials and functions associated with root systems (Macdonald polynomials, etc.) # basic orthogonal
33D52
polynomials and functions in several variables expressible in terms of basic hypergeometric functions in one variable # orthogonal
33D50
polynomials and functions in several variables expressible in terms of special functions in one varaible # orthogonal
33C50
polynomials and functions of hypergeometric type (Jacobi, Laguerre, Hermite, Askey scheme, etc.) # orthogonal
33C45
polynomials and generalizations # Fibonacci and Lucas numbers and
11B39
polynomials and generalizations # small fractional parts of
11J54
polynomials and matrices
11Cxx
polynomials over commutative rings
13B25
polynomials, etc.) # basic orthogonal polynomials and functions (Askey - Wilson
33D45
polynomials, etc.) # basic orthogonal polynomials and functions associated with root systems (Macdonald
33D52
polynomials, factorization
13P05
polynomials, general theory # orthogonal functions and
42C05
polynomials, inequalities, extremal problems # trigonometric
42A05
polynomials, rational functions
26Cxx
polynomials, rational functions, and other analytic functions (e.g. zeros of functions with bounded Dirichlet integral) # zeros of
30C15
polynomials, Seiberg - Witten invariants) # topology of surfaces (Donaldson
14J80
polynomials, Walsh functions, etc.) # Fourier series in special orthogonal functions (Legendre
42C10
polynomials: analytic properties, etc.
26C05
polynomials: factorization
12D05
polynomials: location of zeros
26C10
polynomials: location of zeros (algebraic theorems)
12D10
polynomials; other multiplicative structure of polynomial values # primes represented by
11N32
polynomials; rational maps; entire and meromorphic functions
37F10
polyominoes
05B50
polytopes # isoperimetric problems for
52B60
polytopes # n$-dimensional
52B11
polytopes # symmetry properties of
52B15
polytopes # three-dimensional
52B10
polytopes (including relations with commutative algebra and algebraic geometry) # lattice
52B20
polytopes (linear programming, centrally symmetric, etc.) # special
52B12
polytopes and polyhedra
52Bxx
polytopes, convexity in combinatorial structures, etc.) # matroids (realizations in the context of convex
52B40
polytopes; regular figures, division of spaces # polyhedra and
51M20
Popov-type stability of feedback systems
93D10
population dynamics # genetics and
92Dxx
population dynamics (general)
92D25
population genetics, absorption problems, etc.) # applications of diffusion theory (
60J70
porous media; filtration; seepage # flows in
76S05
posed problems # improperly
65L08
posed problems # improperly
65M30
posed problems # improperly
65R30
posed problems for PDE # improperly
35R25
posed problems; regularization # improperly
65J20
posets # algebraic aspects of
06A11
posets # group actions on posets and homology groups of
05E25
posets and homology groups of posets # group actions on
05E25
posets, applications # continuous lattices and
06B35
position and transversality # general
57N75
position and transversality # general
57Q65
positional games (pursuit and evasion, etc.)
91A24
positive coefficients, monotonic coefficients, etc.) # trigonometric series of special types (
42A32
positive curvature manifolds
32Q10
positive definite functions
42A82
positive definite functions on groups, semigroups, etc.
43A35
positive fields # totally real and totally
11R80
positive matrices and their generalizations; cones of matrices
15A48
positive multiplicative functions # distribution functions associated with additive and
11N60
positive operators # approximation by
41A36
positive operators and order-bounded operators
47B65
positive operators on ordered Banach spaces or other ordered topological vector spaces # monotone and
47H07
positive solutions
45M20
positive solutions of nonlinear boundary value problems
34B18
positivism (comtism) and related systems
146.4
positivism (logical empiricism) # logical
146.42
positrons
539.7214
possibility and limits of knowledge
121.2
Post algebras
06D25
Post algebras # Lukasiewicz and
03G20
Post systems, etc. # Thue and
03D03
Postnikov systems, $k$-invariants
55S45
potential # electric charge and
537.21
potential flow # free-surface
76B07
potential operators
47H50
potential scattering theory # n$-body
81U10
potential theory
31-XX
potential theory # axiomatic
31D05
potential theory # fine
31C40
potential theory # probabilistic
60J45
potential theory and numerical methods # discrete
31C20
potential theory on Riemannian manifolds
31C12
potential theory, etc.) # numerical methods in complex analysis (
65E05
potential theory, etc.) # other generalizations (nonlinear
31C45
potentials and capacities
31C15
potentials and capacities, extremal length
31B15
potentials and capacity, harmonic measure, extremal length
31A15
potentials, prospecting
86A20
power residues, reciprocity
11A15
power series
515.2432
power series
515.82432
power series
515.92432
power series # random
30B20
power series (including lacunary series)
30B10
power series fields # p$-adic and
11D88
power series methods and semicontinuous methods) # function-theoretic methods (including
40C15
power series rings
13J05
power series rings # formal
13F25
power series, over-convergence # boundary behavior of
30B30
power series, series of functions
32A05
power-associative rings
17A05
pragmatism
144.3
pre-Greek, etc.) # indigenous European cultures (
01A15
pre-Hilbert spaces: geometry and topology (including spaces with semidefinite inner product) # Hilbert and
46C05
preadditive, additive categories
18E05
prediction
62M20
prediction # expectations and
519.287
prediction theory
60G25
preferences # group
91B07
preferences # individual
91B06
prefix, length-variable, comma-free codes
94A45
prehomogeneous vector spaces
11S90
preorders, orders and lattices (viewed as categories)
18B35
preparation and representation, record formats # data
005.72
preparation of program documentation
005.15
preparation. educational principles # teaching methods and classroom techniques. lesson
97D40
presentable categories # accessible and locally
18C35
presentation; number of generators # rings and modules of finite generation or
13E15
preserving) transformations # nonsingular (and infinite-measure
37A40
presheaves and sheaves
18F20
presheaves and sheaves
54B40
pressure is variable # flow when
532.56
price theory and market structure
91B12
primality
11Y11
primality # factorization;
11A51
primarily algorithms) # numerical approximation and computational geometry (
65Dxx
primary cohomology operations
55S05
prime and semiprime rings
16N60
prime ideals # distribution of
11R44
primes
11A41
primes # distribution of
11N05
primes # Goldbach-type theorems; other additive questions involving
11P32
primes # sums over
11L20
primes and integers # generalized
11N80
primes in progressions
11N13
primes represented by polynomials; other multiplicative structure of polynomial values
11N32
primitive groups
20B15
primitive roots; residue systems # congruences;
11A07
principal components; correspondence analysis # factor analysis and
62H25
principal ideal rings
13F10
principle # Hamilton's
70H25
principle # Saint-Venant's
74G50
principle; Schwarz's lemma, Lindel\"of principle, analogues and generalizations; subordination # maximum
30C80
principles # determinacy
03E60
principles # functional limit theorems; invariance
60F17
principles # mathematical
004.0151
principles # mathematical
330.0151
principles # mathematical
410.151
principles # maximum
35B50
principles # other variational
70H30
principles # psychological
004.019
principles # scientific
658.403015
principles # teaching methods and classroom techniques. lesson preparation. educational
97D40
principles # variational
58E30
principles of mathematics # general
511
principles of physics # variational
49S05
printed books
094
printed books # early
094.2
priori estimates # a
35B45
probabilistic games; gambling
91A60
probabilistic measure theory
60A10
probabilistic methods
05D40
probabilistic methods
42A61
probabilistic methods in Banach space theory
46B09
probabilistic methods in group theory
20P05
probabilistic methods, simulation and stochastic differential equations
65Cxx
probabilistic metric linear spaces # functional analysis in
46S50
probabilistic metric linear spaces # operator theory in
47S50
probabilistic metric spaces
54E70
probabilistic number theory
512.76
probabilistic potential theory
60J45
probabilistic processes
519.23
probabilistic theory: distribution modulo $1$; metric theory of algorithms
11Kxx
probabilities
519.2
probabilities & applied mathematics
519
probabilities over rings, algebras, other algebraic structures
519.26
probability # certain and
121.63
probability # combinatorial
60C05
probability # error
94B70
probability # other computational problems in
65C50
probability and free operator algebras # free
46L54
probability and inductive logic
03B48
probability and statistics # noncommutative
46L53
probability distribution
519.24
probability measures # convergence of
60B10
probability measures on groups, Fourier transforms, factorization
60B15
probability measures on topological spaces
60B05