The Concept of Infinity

The concept of infinite concept infinity has been evaluated many times in history. Until recently, there was great progress in this field in the 19th century. In the chapter "Beyond Infinity", I answer the question "What is mathematics, why do I have to study it?" Initially, the authors refer to Galileo, and it believes that 3 inch long lines contain twice the line length.

The oldest mathematical infinity concept emerged in the ancient Indian language Yajur Veda. "When deleting a part from infinity or adding a part to infinity, the rest are infinite." Infinity is Jain mathematics. Topics in philosophical studies at home. 400 BC They distinguish between five types of infinity: Infinite in one and two directions, infinite in the region, anywhere, infinite forever. Aristotle defines the Western mathematical infinite traditional concept. He distinguishes between real infinity and potential infinity - a generic consensus is that only the latter has real value. Two new sciences of Galileo Galilei discuss a one-to-one correspondence between infinite sets

What is unlimited, unlimited? No one knows what its value is, or whether it exists; it is just an imaginary concept. Infinity is a philosophy that lasts forever. The fact that one infinity is greater than another infinity or infinity is negative gives me a myriad of questions that I can not answer. My idea of ​​mathematics changed when I first encountered the concept of infinity. Until then, mathematics was always about numerical answers and algebraic expressions that can be accurately defined and fully understood. But infinite ideas bring answers I can not explain This answer is merely an imaginary concept.