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1
Complex Differential and Difference Equations: Proceedings of the School and Conference held at Będlewo, Poland, September 2-15, 2018
De Gruyter
Galina Filipuk (editor)
,
Alberto Lastra (editor)
,
Sławomir Michalik (editor)
,
Yoshitsugu Takei (editor)
,
Henryk Żołądek (editor)
equation
equations
solutions
function
solution
functions
differential
ℂ
formal
hypergeometric
theorem
consider
ℝ
symmetries
λ1
algebraic
defined
borel
painlevé
assume
summability
ℝn
holomorphic
linear
define
exp
coefficients
proposition
sch
rational
analytic
vector
operators
stokes
exists
ν0
method
φ̂
complex
corresponding
transform
laplace
coordinates
parameter
satisfies
δn
zeros
partial
representations
gevrey
Godina:
2019
Jezik:
english
Fajl:
PDF, 5.97 MB
Vaši tagovi:
0
/
0
english, 2019
2
Complex Algebraic Foliations
De Gruyter
Alcides Lins Neto
,
Bruno Scárdua
ℱ
holomorphic
ℂ
foliation
ℂp
theorem
ℂn
ϕ
foliations
prove
defined
proposition
exists
observe
function
complex
neighborhood
meromorphic
consider
vector
lemma
codimension
holonomy
singularities
algebraic
dimension
projective
implies
affine
define
ℂ2
transverse
analytic
singularity
transversely
manifold
suppose
ℱ̃
subset
uα
degree
invariant
assume
fix
reader
ℓ
homogeneous
map
functions
irreducible
Godina:
2020
Jezik:
english
Fajl:
PDF, 3.07 MB
Vaši tagovi:
0
/
0
english, 2020
3
Complex Algebraic Foliations (De Gruyter Expositions in Mathematics Book 67) (Issn)
De Gruyter
Alcides Lins Neto
,
Bruno Scárdua
ℱ
holomorphic
ℂ
foliation
ℂp
theorem
ℂn
ϕ
foliations
prove
defined
proposition
exists
observe
function
complex
neighborhood
meromorphic
consider
vector
lemma
codimension
holonomy
singularities
algebraic
dimension
implies
projective
affine
define
ℂ2
transverse
analytic
singularity
suppose
ℱ̃
manifold
transversely
uα
subset
degree
assume
invariant
fix
reader
ℓ
homogeneous
map
library
authenticated
Godina:
2020
Jezik:
english
Fajl:
PDF, 3.74 MB
Vaši tagovi:
0
/
0
english, 2020
4
Методы теории вероятностей. Часть 1. Многомерные моде- ли. Математические основания
Казанский университет
С.В. Симушкин.
функция
ξ1
dμ
функции
стр
лебега
ℝ1
ℱ
ξ2
ф.р
меры
ℬ
мера
сл.в
ℝk
ω1
функций
т.е
распределения
ℝ
♭
относительно
класс
распределение
множеств
подмножеств
ω2
равна
теоремы
интеграла
алгебра
множества
стилтьеса
ξn
плотность
интеграл
ξk
основания
μf
называется
математические
пространстве
μ2
силу
абсолютно
множество
сл.вектора
любой
непрерывна
ℱ1
Godina:
2016
Jezik:
russian
Fajl:
PDF, 1.21 MB
Vaši tagovi:
0
/
0
russian, 2016
5
Generating a Random Dynamical System
Salah H. Abid
,
Ihsan J. Kadhim
𝜔
𝑔
𝜃
𝜑
𝐺
𝑓
dynamical
𝜛
𝜎
ℱ
𝑋
𝑥
𝜉
random
𝐻
𝜓
measurable
𝛺
𝑔2
topological
𝑔1
𝑞
ℙ
𝑒
𝑦
probability
𝛼
𝛯
𝐸
𝑌
𝜃1
𝜑1
continuous
𝐴
𝑆
𝜇
systems
define
function
ℱ1
ℱ2
borel
ℬ
subgroup
𝜃2
𝜑2
ajase
compact
filed
ω2
Jezik:
english
Fajl:
PDF, 935 KB
Vaši tagovi:
0
/
0
english
1
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