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Find a topic about math and relate to interior& architecture design major - Essay Example

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The history of mathematics indicates that the mathematical concepts were established under the influence of practical requirements with regards to the natural sciences. According to the opinions of various outstanding mathematicians, however, the separation tendency between…
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Find a topic about math and relate to interior& architecture design major
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To better understand the importance of mathematics in architecture, the most initial thing is to come up with a clear understanding regarding the concept of architecture itself. It hence refers to a system of structures and buildings that tend to form a space standard for the people’s activities and lives, as well as the art of creating these structures and buildings in correspondence to the cognitive laws that governs beauty. It follows from this definition that there exist two aspects of Architecture notion.

On the other hand, Architecture is a specific kind of technological advancement that is intended for the formation of a space standard for activity and lives of people. The architects should hence be conversant with the mechanical laws so as to ensure that the proper mechanical stability and strength regarding the given structures and buildings. Architecture comes out as a form of Fine Art that should be created by an architect in his "structures and buildings with correspondence to the laws of shape and beauty.

This means that an architect has to be accorded clear guideline by the Principles and Laws of Beauty and Harmony in his/her creativity. As a form of Fine Art, Architecture is closely connected to other types of Fine Arts including Music, Painting, and Sculpture. In this correlation the idea of creating emerging mathematical concepts, as well as the Mathematical Harmony tend to arise. It is hence unfeasible make cognitive statements on all the scientific attainments of Mathematical Harmony in a brief essay.

Based on the historical perspectives, there is a clear relationship that emerges between metaphysics and physics, and the fact that architecture has always been a perfect contender with regards to the metaphysical representation with its inherent geometrical character. Thus, what can be found as a societal body of knowledge will usually be symbolically represented in its established

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