황금비율을 적용한 안무구성법 연구 -라반의 공간조화이론을 중심으로 = A Study on the Methodology of Choreography through an Application of the Golden Ratio -Based on the Rudolf Laban`s Choreutics

다국어 초록 (Multilingual Abstract)

The Golden Ratio is a scientifically mysterious ratio that is supposedly pleasing to a human sense of aesthetics. This principle was applied and was proved by ancient Greek`s natural philosopher Euclid, mathematician Pythagoras and Fibonacci, philosopher, Platon and Leonardo Da Vincci who was not only a scientist but also an artist. Rudolf Laban developed theory of Scales based on a harmony, order and balance in space from the moving man`s body through utilizing principle of the Golden Ratio. This study tried to explain principles of the Golden Ratio and theories of the Choreutics/Space Harmony along with its interrelationships. Through these, the study proposed the possibilities of choreography within the Personal Space and the General Space, which was explained by Rudolf Laban, based on the Golden Ratio. For the result of the composition, the study presented a case of the floor patterns such as straight lines divided by the Goden Ratio and right-angled triangles, rectangles, spirals, pentagons which was composed by the Golden Ratio in the General Space. For the Personal Space, the study presented a choreography based on the unique movement characteristics, structure, quality and dynamics from the A Scale which was selected from the Laban`s Scales in icosahedron. Icosahedron is composed of Golden Ratio. Also, the study presented the possibilities of limitless space composition which is followed by choreographers` movement motives. In conclusion, this study is worthy and meaningful in respects of not only providing a creative discerning eye and fundamental foundation for choreography in the future but also setting a good precedent of the scientific and universal methodology of choreography which was based on the Golden Ratio of geometrical knowledge and Laban`s theories of the Choreutics/Space Harmony.

참고문헌 (Reference)

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