P
A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
p -adic number
p -adically closed field
p -divisible group
p -group
po -group
Packing
Padé approximation
Page theorem
Painlevé equation
Painlevé problem
Painlevé test
Painlevé theorem
Painlevé-type equations
Paired comparison model
Pairing
Pairwise balanced design
Paley–Wiener theorem
Pap adjoint theorem
Papperitz equation
Pappus axiom
Parabola
22.
Parabola method
23.
Parabolic coordinates
24.
Parabolic cylinder
25.
Parabolic cylinder function
26.
Parabolic partial differential equation
27.
Parabolic partial differential equation, numerical methods
28.
Parabolic point
29.
Parabolic regression
30.
Parabolic spiral
31.
Parabolic subalgebra
32.
Parabolic subgroup
33.
Parabolic-equation method
34.
Paraboloid
35.
Paraboloidal coordinates
36.
Paracompact space
37.
Paracompactness criteria
38.
Paraconsistent logic
39.
Paradox
40.
Parallel displacement
41.
Parallel displacement
42.
Parallel field
43.
Parallel lines
44.
Parallel programming
45.
Parallel random access machine
46.
Parallel straight lines
47.
Parallel surfaces
48.
Parallelism axiom
49.
Parallelism, absolute
50.
Parallelizable manifold
51.
Parallelogram
52.
Parallelohedron
53.
Parallelopipedon
54.
Parallelotope
55.
Parameter, method of variation of the
56.
Parameter-dependent integral
57.
Parameter-introduction method
58.
Parametric equation
59.
Parametric integral-representation method
60.
Parametric programming
61.
Parametric representation
62.
Parametric representation method
63.
Parametric representation of univalent functions
64.
Parametric resonance, mathematical theory of
65.
Parametrix method
66.
Pareto distribution
67.
Parovichenko algebra
68.
Parseval equality
69.
Parseval–Plancherel formula
70.
p -part of a group element of finite order
71.
Partial correlation coefficient
72.
Partial derivative
73.
Partial differential
74.
Partial differential equations on a manifold
75.
Partial differential equations, property C for
76.
Partial Fourier sum
77.
Partial geometry
78.
Partial limit
79.
Partial order
80.
Partial problem of eigen values
81.
Partial recursive function
82.
Partial recursive operator
83.
Partially balanced incomplete block design
84.
Partially ordered group
85.
Partially ordered set
86.
Partially specified matrices, completion of
87.
Particle method
88.
Partition
89.
Pascal distribution
90.
Pascal geometry
91.
Pascal limaçon
92.
Pascal theorem
93.
Pascal triangle
94.
Pasch axiom
95.
Pasch configuration
96.
Passive constraint
97.
Path
98.
Path integral
99.
Path space
100.
Path-connected space
101.
Pattern recognition
102.
Pauli algebra
103.
Pauli matrices
104.
Paving
105.
Peano axioms
106.
Peano curve
107.
Peano derivative
108.
Peano theorem
109.
Pearl–Verhulst logistic process
110.
Pearson curves
111.
Pearson distribution
112.
Pearson product-moment correlation coefficient
113.
Péclet number
114.
Pedal curve
115.
Peirce arrow
116.
Peirce decomposition
117.
Pell equation
118.
Penalty functions, method of
119.
Pendulum equation
120.
Penrose cosmic censorship
121.
Penrose tiling
122.
Penrose transform
123.
Pentaspherical coordinates
124.
Percentile
125.
Perfect compactification
126.
Perfect field
127.
Perfect irreducible mapping
128.
Perfect mapping
129.
Perfect measure
130.
Perfect normal form
131.
Perfect number
132.
Perfect ring
133.
Perfect set
134.
Perfectly-normal space
135.
Performance analysis
136.
Perimeter
137.
Period mapping
138.
Period of a function
139.
Period of a group
140.
Periodic function
141.
Periodic group
142.
Periodic point
143.
Periodic semi-group
144.
Periodic solution
145.
Periodic trajectory
146.
Periodogram
147.
Peripherically-compact space
148.
Permanent
149.
Permissible law (inference)
150.
Permutation
151.
Permutation group
152.
Permutation of a set
153.
Permutation relationships
154.
Permutation test
155.
Permutator
Permuton Permuton بُدَيْلة
Perpendicular
Perpendicular straight lines
Perron integral
Perron method
160.
Perron transformation
161.
Perron–Frobenius theorem
162.
Perron–Stieltjes integral
163.
Persian curve
164.
Perspective Perspective منظور
165.
Perturbation of a linear system
166.
Perturbation theory
167.
Pesin theory
168.
Petersen graph
169.
Peterson correspondence
170.
Peterson surface
171.
Peterson–Codazzi equations
172.
Peter–Weyl theorem
173.
Petri net
174.
Petrov classification
175.
Pettis integral
176.
Pfaffian
177.
Pfaffian equation
178.
Pfaffian form
179.
Pfaffian problem
180.
Pfaffian structure
181.
Pfaffian system
182.
Phase equilibrium diagram
183.
Phase integral, method of the
184.
Phase plane
185.
Phase space
186.
Phase trajectory
187.
Phase transition
188.
Phase velocity vector
189.
Phragmén–Lindelöf theorem
190.
Pi (number pi)
191.
PI-algebra
192.
Picard group
193.
Picard scheme
194.
Picard theorem
195.
Picard variety
196.
Pick theorem
197.
Pictures
198.
Piecewise-linear topology
199.
Pierpont variation
200.
Pisot number
201.
Pisot sequence
202.
Pitman estimator
203.
PL/I
204.
Place of a field
205.
Plancherel formula
206.
Plancherel theorem
207.
Planck constant
208.
Plane
209.
Plane real algebraic curve
210.
Plane trigonometry
211.
Planigon
212.
Plasticity, mathematical theory of
213.
Plateau problem
214.
Plateau problem, multi-dimensional
215.
Platonic solids
216.
Player
217.
Plessner theorem
218.
Plücker coordinates
219.
Plücker formulas
220.
Plücker interpretation
221.
Pluriharmonic function
222.
Pluripotential theory
223.
Plurisubharmonic function
224.
Plurisuperharmonic function
225.
Plus-construction
226.
Pochhammer equation
227.
Pohlke–Schwarz theorem
228.
Poincaré complex
229.
Poincaré conjecture
230.
Poincaré divisor
231.
Poincaré duality
232.
Poincaré equations
233.
Poincaré group
234.
Poincaré last theorem
235.
Poincaré mapping
236.
Poincaré model
237.
Poincaré problem
238.
Poincaré return map
239.
Poincaré return theorem
240.
Poincaré space
241.
Poincaré sphere
242.
Poincaré theorem Théorème de Poincaré مبرهنة پْونْكارې
243.
Poincaré theorem in stability theory
244.
Poincaré–Bendixson theory
245.
Poincaré–Bertrand formula
246.
Poincaré–Dulac theorem
247.
Poincaré–Hopf theorem
248.
P -point
249.
Point (decimal point, floating point)
250.
Point estimator
251.
Point in general position
252.
Point of cessation
253.
Point of inflection
254.
Point of rectification
255.
Pointed object
256.
Pointed space
257.
Pointwise convergence
258.
Pointwise convergence, topology of
259.
Pointwise remainder
260.
Poiseuille flow
261.
Poisson algebra
262.
Poisson brackets
263.
Poisson distribution
264.
Poisson equation
265.
Poisson equation, numerical methods
266.
Poisson flow
267.
Poisson formula
268.
Poisson formula for harmonic functions
269.
Poisson integral
270.
Poisson Lie group
271.
Poisson process
272.
Poisson stability
273.
Poisson summation formula
274.
Poisson summation method
275.
Poisson theorem
276.
Poisson transform
277.
Polar
278.
Polar coordinates
279.
Polar correspondence
280.
Polar decomposition
281.
Polar set
282.
Polar space
283.
Polarity
284.
Polarized algebraic variety
285.
Pole
286.
Pole (of a function)
287.
Pole assignment problem
288.
Pólya distribution
289.
Pólya theorem
290.
Poly-analytic function
291.
Polycyclic group
292.
Polydisc
293.
Polygon
294.
Polygon (over a monoid)
295.
Polygonal number
296.
Poly-harmonic function
297.
Polyhedral angle
298.
Polyhedral chain
299.
Polyhedral complex
300.
Polyhedral cycle
301.
Polyhedral metric
302.
Polyhedron
303.
Polyhedron group
304.
Polyhedron, abstract
305.
Poly-nilpotent group
306.
Polynomial
307.
Polynomial and exponential growth in groups and algebras
308.
Polynomial convexity
309.
Polynomial function
310.
Polynomial least deviating from zero
311.
Polynomial of best approximation
312.
Poly-vector
313.
Pompeiu problem
314.
Pontryagin character
315.
Pontryagin class
316.
Pontryagin duality
317.
Pontryagin invariant
318.
Pontryagin maximum principle
319.
Pontryagin number
320.
Pontryagin space
321.
Pontryagin square
322.
Pontryagin surface
323.
Porosity point
324.
Portfolio optimization
325.
Portion
326.
Positional game
327.
Positive cone
328.
Positive correlation
329.
Positive element
330.
Positive functional
331.
Positive link
332.
Positive operator
333.
Positive propositional calculus
334.
Positive sequence
335.
Positive variation of a function
336.
Positive vector bundle
337.
Positive-definite form
338.
Positive-definite function
339.
Positive-definite function on a group
340.
Positive-definite kernel
341.
Positive-definite operator
342.
Post algebra
343.
Post canonical system
344.
Post class
345.
Post correspondence problem
346.
Post lattice
347.
Post machine
348.
Post normal system
349.
Post production system
350.
Postnikov square
351.
Postnikov system
352.
Potential
353.
Potential field
354.
Potential net
355.
Potential of a mass distribution
356.
Potential operator
357.
Potential theory
358.
Potential theory, abstract
359.
Potential theory, inverse problems in
360.
Potential theory, mixed boundary value problems of
361.
Potentials, method of
362.
Power
363.
Power function
364.
Power function of a test
365.
Power of a statistical test
366.
Power residue
367.
Power series
368.
Prandtl equation
369.
Prandtl number
370.
Pre-base
371.
Pre-compact space
372.
Predator-prey system
373.
Predicate
374.
Predicate calculus
375.
Predicate symbol
376.
Predicate variable
377.
Predicativity
378.
Predictable random process
379.
Predictable sigma-algebra
380.
Pre-Hilbert space
381.
Pre-measure
382.
Prenex formula
383.
Pre-norm
384.
Pre-order
385.
Pre-orderable group
386.
Presentation
387.
Preservation of domain, principle of
388.
Pre-sheaf
389.
Primary decomposition
390.
Primary ideal
391.
Primary representation
392.
Primary ring
393.
Prime element
394.
Prime field
395.
Prime ideal
396.
Prime ideal
397.
Prime model
398.
Prime number
399.
Prime ring
400.
Primitive class
401.
Primitive element in a co-algebra
402.
Primitive function
403.
Primitive group of permutations
404.
Primitive ideal
405.
Primitive polynomial
406.
Primitive recursion
407.
Primitive recursive function
408.
Primitive ring
409.
Primitive root
410.
Principal analytic fibration
411.
Principal character
412.
Principal curvature
413.
Principal direction
414.
Principal factor
415.
Principal fibre bundle
416.
Principal fundamental solution
417.
Principal homogeneous space
418.
Principal ideal
419.
Principal ideal ring
420.
Principal normal
421.
Principal G -object
422.
Principal part of a differential operator
423.
Principal series
424.
Principal translation
425.
Principal type, partial differential operator of
426.
Principle of least reaction
427.
Principle of the largest sure result
428.
Priority method
429.
Prism
430.
Prismoid
431.
Privalov operators
432.
Privalov theorem
433.
Privileged compact set
434.
Probabilistic metric space
435.
Probabilistic primality test
436.
Probability
437.
Probability distribution
438.
Probability graph paper
439.
Probability integral
440.
Probability measure
441.
Probability of large deviations
442.
Probability process
443.
Probability space
444.
Probability theory
445.
Probable deviation
446.
Problem-oriented language
447.
Procedure
448.
Processing of observations
449.
Product integral
450.
Product of a family of objects in a category
451.
Productive set
452.
Profinite group
453.
Program
454.
Program scheme
455.
Programming
456.
Programming language
457.
Program-optimizing transformations
458.
Progression
459.
Pro- p -group
460.
Project management and scheduling, mathematical theory of
461.
Projection
462.
Projection methods
463.
Projection spectrum
464.
Projective algebra
465.
Projective algebraic set
466.
Projective connection
467.
Projective coordinates
468.
Projective covering
469.
Projective deformation
470.
Projective determination of a metric
471.
Projective differential geometry
472.
Projective geometry
473.
Projective group
474.
Projective limit
475.
Projective metric
476.
Projective module
477.
Projective normal
478.
Projective object of a category
479.
Projective plane
480.
Projective representation
481.
Projective representations of symmetric and alternating groups
482.
Projective scheme
483.
Projective set
484.
Projective space
485.
Projective spectrum of a ring
486.
Projective straight line
487.
Projective transformation
488.
Projector
489.
Prolongation of solutions of differential equations
490.
Pronormal subgroup
491.
Proof
492.
Proof theory
493.
Proper cycle
494.
Proper morphism
495.
Proposition
496.
Propositional calculus
497.
Propositional calculus
498.
Propositional connective
499.
Propositional form
500.
Propositional formula
501.
Propositional function
502.
Propositional variable
503.
Proximal point methods in mathematical programming
504.
Proximate point
505.
Proximity
506.
Proximity space
507.
Proximity transformation
508.
Prüfer domain
509.
Prüfer surface
510.
P-Sasakian manifold
511.
Pseudo-arc
512.
Pseudo-basis
513.
Pseudo-Boolean algebra
514.
Pseudo-character of a set
515.
Pseudo-compact space
516.
Pseudo-conformal mapping
517.
Pseudo-convex and pseudo-concave
518.
Pseudo-differential operator
519.
Pseudo-elliptic integral
520.
Pseudo-Euclidean space
521.
Pseudo-Galilean space
522.
Pseudo-group
523.
Pseudo-group structure
524.
Pseudo-local tomography
525.
Pseudo-manifold
526.
Pseudo-metric
527.
Pseudo-metric space
528.
Pseudo-norm
529.
Pseudo-open mapping
530.
Pseudo-periodic function
531.
Pseudo-prime
532.
Pseudo-quadratic form
533.
Pseudo-random numbers
534.
Pseudo-Riemannian geometry
535.
Pseudo-Riemannian space
536.
Pseudo-scalar
537.
Pseudo-scalar product
538.
Pseudo-sphere
539.
Pseudo-tensor
540.
Pseudo-vector
541.
Psi-function
542.
Ptolemeus theorem
543.
Puiseux series
544.
Pure subgroup
545.
Pure submodule
546.
Pursuit game
547.
Putnam–Fuglede theorems
548.
Pyramid
549.
Pythagoras theorem
550.
Pythagorean numbers
551.
Pythagorean theorem, multi-dimensional
552.
p -rank
553.
p -separable group
554.
p -solvable group
555.
P -space