원문정보
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초록
영어
The study of regular polygons and regular polyhedrons has been going on quite a lot, but the approach from the grid coordinate system is somewhat lacking. Therefore, it determines whether regular polygons and regular polyhedrons can have all vertices as grid points or not in the space coordinate system, if the possibilities exist, we define them as grid polygons or grid polyhedrons and use them. After that, we are going to study conditions and characteristics in the coordinate system.
목차
ABSTRACT
1. PREFACE
2. SUBJECT
1. The existence of regular polygons having grid points as vertices in space
2. The existence of regular polyhedrons having grid points as vertices in space
3. Conditions and characteristics of equilateral triangles having grid points as vertices in space
4. Conditions and characteristics of regular tetrahedrons having grid points as vertices in space
5. Conditions and characteristics of regular quadrilaterals having grid points as vertices in space
6. Conditions and characteristics of regular hexahedron having grid points as vertices in space
3. CONCLUSION
4. ACKNOWLEDGEMENT
5. REFERENCES
1. PREFACE
2. SUBJECT
1. The existence of regular polygons having grid points as vertices in space
2. The existence of regular polyhedrons having grid points as vertices in space
3. Conditions and characteristics of equilateral triangles having grid points as vertices in space
4. Conditions and characteristics of regular tetrahedrons having grid points as vertices in space
5. Conditions and characteristics of regular quadrilaterals having grid points as vertices in space
6. Conditions and characteristics of regular hexahedron having grid points as vertices in space
3. CONCLUSION
4. ACKNOWLEDGEMENT
5. REFERENCES
저자정보
참고문헌
자료제공 : 네이버학술정보