New Discovery: τ - Maths on Facebook

In summary, τ - Maths on Facebook is a new discovery in mathematics that uses the tau constant for measuring angles and circles. This results in simpler and more elegant equations and a more intuitive understanding of these concepts compared to traditional mathematics that uses pi. It has various applications in fields like physics, engineering, and computer science, as well as in everyday life. Anyone with a Facebook account can use it for free, and it can benefit the scientific community by simplifying and opening up new avenues for research and discovery.
Mathematics news on Phys.org
  • #2
Your operator ##T## is called a continued fraction. There are plenty of results regarding continued fractions, e.g. those which represent ##\pi##. There is also an existing notation for them.

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1. What is τ - Maths on Facebook?

τ - Maths on Facebook is a new discovery in the field of mathematics that involves the use of the tau constant, which is approximately 6.283. This constant is a more efficient and intuitive way of measuring angles and circles compared to the commonly used pi constant.

2. How is τ - Maths different from traditional mathematics?

Traditional mathematics uses pi as the constant for measuring angles and circles, while τ - Maths uses the tau constant. This results in simpler and more elegant equations, as well as a more intuitive understanding of angles and circles.

3. What are the applications of τ - Maths?

τ - Maths has applications in various fields such as physics, engineering, and computer science. It can also be used in everyday life, such as in measuring angles and circles in construction or design projects.

4. Can anyone use τ - Maths on Facebook?

Yes, anyone with a Facebook account can use τ - Maths on Facebook. It is a free and open platform for sharing and learning about this new mathematical concept.

5. How can τ - Maths benefit the scientific community?

The use of τ - Maths can lead to simpler and more elegant equations in various scientific fields, making it easier to understand and apply complex concepts. It also opens up new avenues for research and discovery in mathematics and its applications.

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