## Course in constructive geometry: morphology |

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### Contents

Constructive Geometry | 1 |

The Imaginary and The Real | 6 |

Form and Movement | 11 |

23 other sections not shown

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### Common terms and phrases

according allomorphic architecture articulations automorphism base becomes building class arrangements closed curve combination combinatory complex composed composition compression members concept configuration congruent construction convex coordinates corresponding create cube define deformation degree diagram differentiation dimensions displacement dome dual edges enantiomorphic entities equally Euclidean geometry Euler's formula example exist faces fact figure foam function geometry gonal graph groups hedron helicoidal homeomorphic identical instance inverse kind Klein Bottle knots least linear loop means ments metrical Morphology movement multiple nature neighborhoods number of connection number of elements obtains Obviously octahedron operation overlapping panels partitions permutations planar plane polygons polyhedra polyhedron possible properties regular relation repetitive rigid role rotation segments and regions simple simplexes simply connected sphere square struc structure sub-sets supporting space surface symmetry tetrahedron tion topological torus trajectory transformation triangle truncated Truncated icosahedron truncated rhombic dodecahedron Truncated tetrahedron ture vertex vertices