募捐 9月15日2024 – 10月1日2024
关于筹款
书籍搜索
书
募捐:
65.0% 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
Algebra and Tiling: Homomorphisms in the Service of Geometry
The Mathematical Association of America
Sherman Stein
,
Sandor Szabó
tiling
lattice
theorem
triangles
abelian
finite
figure
packing
semicross
subgroup
factorization
square
groups
integer
consider
assume
integers
splits
positive
cyclic
vertices
element
cubes
minkowski
conjecture
equal
prove
vectors
tiles
αχ
covering
cube
lemma
translates
splitting
triangle
redei
vector
polygon
divides
contains
algebraic
cluster
coordinates
clusters
density
rational
shows
unity
valuation
年:
1994
语言:
english
文件:
PDF, 6.48 MB
您的标签:
0
/
0
english, 1994
2
Algebra and tiling: homomorphisms in the service of geometry
Mathematical Association of America
Sherman Stein
,
Sandor Szabó
tiling
theorem
lattice
lemma
figure
triangles
finite
abelian
subgroup
packing
semicross
factorization
groups
square
assume
integer
consider
integers
splits
positive
cyclic
element
vertices
cubes
minkowski
conjecture
prove
vectors
tiles
equal
covering
cube
redei
translates
triangle
vector
splitting
divides
polygon
algebraic
cluster
contains
coordinates
clusters
rational
density
shows
cot
unity
subsets
年:
1996
语言:
english
文件:
DJVU, 2.74 MB
您的标签:
0
/
0
english, 1996
3
Algebra and Tiling: Homomorphisms in the Service of Geometry
The Mathematical Association of America
Sherman Stein
,
Sandor Szabó
tiling
theorem
lattice
lemma
figure
abelian
finite
triangles
packing
semicross
subgroup
square
factorization
groups
integer
assume
consider
splits
integers
cyclic
positive
element
vertices
cubes
minkowski
prove
tiles
equal
vectors
conjecture
cube
covering
redei
splitting
triangle
divides
translates
vector
cluster
contains
polygon
shows
coordinates
density
rational
algebraic
cot
clusters
unity
plane
年:
1996
语言:
english
文件:
DJVU, 3.43 MB
您的标签:
0
/
0
english, 1996
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
×
×