募捐 9月15日2024 – 10月1日2024
关于筹款
书籍搜索
书
募捐:
22.4% 达到
登录
登录
访问更多功能
个人推荐
Telegram自动程序
下载历史
发送到电子邮件或 Kindle
管理书单
保存到收藏夹
个人的
书籍请求
探索
Z-Recommend
书单
最受欢迎
种类
贡献
捐款
上载
Litera Library
捐赠纸质书籍
添加纸质书籍
Search paper books
创建 LITERA Point
搜索关键词
Main
搜索关键词
search
1
Nonlinear Equations with Small Parameter: Volume 2 Waves and Boundary Problems
De Gruyter
Sergey G. Glebov
,
Oleg M. Kiselev
,
Nikolai N. Tarkhanov
function
equation
solution
boundary
equations
𝒳
functions
𝒮
lemma
formula
theorem
cauchy
asymptotic
solutions
differential
operators
𝒞
parameter
coefficients
bounded
values
spaces
𝒢
asymptotics
xˊ
nonlinear
characteristic
consider
neighborhood
finite
moreover
zero
norm
holomorphic
independent
variables
analytic
homogeneous
satisfying
𝒟t
expansion
𝒢0
pseudodifferential
initial
defined
continuous
compact
complex
estimate
satisfies
年:
2018
语言:
english
文件:
EPUB, 23.59 MB
您的标签:
0
/
5.0
english, 2018
2
Weak Convergence of Stochastic Processes: With Applications to Statistical Limit Theorems
De Gruyter
Vidyadhar S. Mandrekar
𝜖
𝛿
theorem
𝜆
ℱ
convergence
x𝛼
𝜓
𝜂
lemma
bounded
limit
probability
compact
random
inequality
𝜇n
exists
ℱn
𝛼
finite
metric
continuous
martingale
function
variables
𝛽
𝜔
functions
𝜎
𝒳
𝜌
measurable
processes
implies
suppose
choose
consider
independent
prove
theorems
𝛾
𝜃
define
𝜇
𝜏
empirical
stochastic
norm
converges
年:
2016
语言:
english
文件:
PDF, 1.03 MB
您的标签:
0
/
0
english, 2016
3
Weak Convergence of Stochastic Processes : With Applications to Statistical Limit Theorems.
De Gruyter
Mandrekar
,
Vidyadhar S.
theorem
ℱ
convergence
xá
lemma
limit
bounded
probability
compact
inequality
random
exists
ℱn
finite
metric
continuous
martingale
function
variables
ìn
functions
xtk
𝒳
processes
implies
choose
consider
suppose
ën
measurable
theorems
independent
prove
define
empirical
stochastic
norm
ån
𝒢
converges
exp
brownian
gaussian
zni
sets
spaces
uniformly
skorokhod
motion
tightness
年:
2016
语言:
english
文件:
PDF, 1.43 MB
您的标签:
0
/
0
english, 2016
1
按照
此链接
或在 Telegram 上找到“@BotFather”机器人
2
发送 /newbot 命令
3
为您的聊天机器人指定一个名称
4
为机器人选择一个用户名
5
从 BotFather 复制完整的最后一条消息并将其粘贴到此处
×
×