Table of contentsLiterature and factual reviewDiscussionConclusionsReferences:In this essay “Mathematics in Architecture”, the researcher examines the question of whether it is possible for architecture to remain independent without the help of mathematics? This research paper will also determine how mathematics relates to architecture. The thematic areas of this essay are: Say no to plagiarism. Get a tailor-made essay on “Why violent video games should not be banned”?Get an original essayThe concept of architecture;The concept of mathematics;The concept of mathematics in relation to architecture.The researcher had the idea of ​​having this topic as a research paper to help readers learn more about the importance of mathematics in everything people see; more specifically, its importance in the field of architecture. One of the goals of this research is to determine whether architecture can still be possible without mathematics. Another objective is, if this is not possible, that this research is able to identify the importance of mathematics in the field of architecture. The purpose statement of this study will be discussed later in the Literature and Evidence Review. Ziegler stated in a book titled An Invitation to Mathematics, in one of his chapters, the preface, in which he used Wikipedia as an example; in which it was stated that “mathematics is the study of quantity, structure, space and change”. He then defined mathematics as something that could not be defined by a single answer, as he stated that "21st century mathematics is indeed an enormous body of knowledge and a very diverse field of study." According to Bianco, overtime the definition of architecture has changed. Following Bianco's 2017 study, architecture was then defined for academics as a functional space adapted to human needs, developed through dialogue between human activities and the environment. Salvadori then said: "I must agree with you that the relationships between mathematics and architecture are so numerous and so important that, if mathematics had not been invented, architects would have had to invent it themselves- same. Based on numerous papers, he also showed that geometry is the most involved branch of mathematics in architecture. Choudhary, et. al., said that even years ago, geometry was present in architecture. He stated that "all architecture of that era was based on a 'system of occult geometry,' because geometry involves space and shapes, which are necessary to meet spatial needs." He described the “system of occult geometry” as a system that involves measurements, dimensions and proportions. This is the reason why the Greeks were able to imagine columns, and through proportions and visual effects, depending on the dimensions of the columns, the main concept of the building was realized. O'Connor, JJ, & Robertson, EF, stated in their web-published article, Mathematics and Architecture, that "the first definitive mathematical influence on architecture that we mention is that of Pythagoras. » Also clarifying that what Pythagoras said about “all things are numbers” was indeed true, because it has significance for architecture. For Pythagoras, number must also have an impact on geometric properties, and in addition to this, the Pythagoreans were able to develop a notion of aesthetics based on proportion. As