動態幾何

教授：全任重

姓名：徐郁婷

系級：數學系15級

學號：100021211

9月17日 10月15日 10月22日 10月29日 11月05日 11月12日 12月03日 12月10日 12月17日 12月24日 12月31日 1月07日

9月17日

Complement(1)	Complement(2)
Complement(A)	Complement(B)
Self Dual	20 Rhombic Polyhedrons with 6 planes
Rhombic Polyhedron(1)	Rhombic Polyhedron(2)
Rhombic Polyhedron(3)

10月15日

Rhombic Dodecahedron	Rhombic Triacontahedron

Regular Tetrahedronin Cube	Turning Cube Inside Out

Turning Regular Dodecahedron Inside Out	Span faces of Cube

Turning Cube to Regular Dodecahedron

10月22日

Cuboctahedron	Icosidodecahedron

5 Regular Octahedron inside Regular Dodecahedron	Tetrahedron 5-Compound

5 Cube inside Regular Dodecahedron	5 Regular Octahedron inside Icosidodecahedron

Regular icosahedron inside Regular Octahedron	Golden ratio

Regular icosahedron inside Regular Tetrahedron	Regular icosahedron inside Regular Octahedron inside Regular Tetrahedron inside Cube inside Regular Dodecahedron

10月29日

Burr puzzle (A)	Burr puzzle (B)

12 Pencils in Tight Formation	Stellation of Rhombic Dodecahedron Formed with 12 Sticks

12 Cylinders in Tight Formation	30 Pencils in Tight Formation

11月05日

The Square as an Image of a Concave Quadrilateral	Cube Projected on Truncated Octahedron

Cube Projected on Cube	Cube Projected on Small Rhombicubactahedronn

Cube Projected on Great Rhombicubactahedron	Cube Projected on Rhombic Dodecahedron

Cube Projected on Rhombic Triacontahedron

11月12日

Regular Tetrahedron Projected on Regular Tetrahedron	Regular Tetrahedron Projected on Cube

Regular Tetrahedron Projected on Small Rhombicubactahedron	Regular Tetrahedron Projected on Projected on Great Rhombicubactahedron

Regular Tetrahedron Projected on Deltoidal Icositetrahedron	Regular Tetrahedron Projected on Rhombic Dodecahedron

Icosidodecahedron Projected on Rhombic Dodecahedron	Kaleidocycle(1)

Kaleidocycle(2)

12月03日

Tetrahedron 5-Compound	Regular Icosahedron in Regular Octahedron in Regular Tetrahedron in Cube in Regular Dodecahedron

Regular Icosahedron in Regular Tetrahedron	Golden ratio

Regular Icosahedron in 5 Regular Octahedron

12月10日

Kaleidocycle-6	Kaleidocycle-12

Jitterbug	Fan_12

12月17日

Conic Sections and their Tangent Lines	Intersection of x^2=z+1/2,y^2=-z+1/2 and its Tangent Line

Intersection of (x/a)^2=z+1/2,(y/b)^2=-z+1/2 and its Tangent Line

12月24日

Hyperbolic Paraboloid	Pinhole Camera Model(I)

Pinhole Camera Model(II)

12月31日

Inversion(triangular cupola)(I)	Inversion(triangular cupola)(II)

Inversion(triangular cupola)(III)	Inversion(triangular cupola)(IV)

Inversion(regular octahedron and cube)	Circles of Catalan solids(truncated tetrahedron and triakis tetrahedron)

Circles of Catalan solids(Rhombicuboctahedron and Deltoidal icositetrahedron)

1月07日

Circles of Regular octahedron and Cube	Inversion(Triakis Tetrahedron and Truncated Tetrahedron)

Circles of Catalan solids(Small Rhombicuboctahedron and Deltoidal Icositetrahedron)	Circles of Regular Tetrahedron and Regular Octahedron and Regular Icosahedron

Circles of Catalan solids(Great Rhombicuboctahedron and Disdyakis Dodecahedron)