募捐 9月15日2024 – 10月1日2024
关于筹款
书籍搜索
书
募捐:
30.9% 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
我的 LITERA Point
搜索关键词
Main
搜索关键词
search
1
C. I. Lewis: The A Priori and the Given
Routledge
Quentin Kammer
,
Jean-Philippe Narboux
,
Henri Wagner
lewis’s
priori
philosophy
logical
implication
russell
goodman
judgment
objective
conceptual
sellars
myth
empirical
pragmatism
pragmatic
content
itself
activity
reality
qualia
reasons
judgments
principles
edited
experiences
necessary
analysis
categories
immediate
mathematics
royce
statements
argument
interpretation
possibility
false
sheffer’s
immediately
propositions
principia
philosophical
absolute
element
logocentric
claims
kantian
predicament
watkins
values
merely
年:
2021
语言:
english
文件:
PDF, 2.46 MB
您的标签:
0
/
0
english, 2021
2
On the higher-order sheffer orthogonal polynomial sequences
Springer
Daniel Joseph Galiffa
polynomials
orthogonal
polynomial
function
sequences
theorem
coefficients
coefficient
generating
defined
sets
ω1
g22
exp
h22
equation
analysis
differential
solution
degree
equations
linear
method
g32
meixner
mathematica
g42
recurrence
g23
2k4
determine
solutions
consider
obtained
characterization
classification
gk24
satisfies
satisfy
comparisons
necessary
recursion
zero
related
solve
analyzing
functions
assume
exh
laguerre
年:
2013
语言:
english
文件:
PDF, 784 KB
您的标签:
0
/
0
english, 2013
3
On the Higher-Order Sheffer Orthogonal Polynomial Sequences
Springer
Daniel J. Galiffa
polynomials
orthogonal
polynomial
function
sequences
theorem
coefficients
coefficient
generating
defined
sets
ω1
g22
exp
h22
equation
analysis
differential
solution
degree
equations
linear
method
g32
meixner
mathematica
g42
recurrence
g23
determine
solutions
consider
obtained
characterization
classification
gk24
satisfies
satisfy
comparisons
necessary
recursion
zero
related
solve
analyzing
functions
assume
exh
laguerre
sect
年:
2013
语言:
english
文件:
PDF, 967 KB
您的标签:
0
/
0
english, 2013
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
×
×