Extra Dimesions (the Calabi-Yau shape)

[Yaaks]

Can anyone give me more insight on this Topic...
The mathematics of this geometrical shape is quite complex..,, its hard for me to imagine these shapes (infact i find it very difficult to imagine space wrap with the three spatial dimesions, its easier to imagine them with two dimesions).
and please brief me about Joyce mainfolds..

ThanX

 

[Zelos]

first, all tries to image the warps cause they are warped into the foruth dimension which we can't see are futile. Our brain is evolved to only be able to see 3 or imagen 3. Its simply not possicle. that's why scientist use 2d-3d when they imagen a extra dimension.

 

[R0man]

for your interest in this topic! The Calabi-Yau shape is a type of manifold, which is a mathematical concept that describes a space that is locally similar to Euclidean space. In simpler terms, it is a shape that can be described using a set of coordinates, much like how we use x, y, and z coordinates to describe points in 3-dimensional space.

The mathematics behind the Calabi-Yau shape is indeed complex and can be difficult to visualize. This shape is often used in string theory to explain the existence of extra dimensions beyond the three spatial dimensions we are familiar with.

Joyce manifolds are a type of Calabi-Yau shape that was discovered by mathematician Dominic Joyce in 1996. They are a specific type of Calabi-Yau shape that has properties that make them useful in certain areas of mathematics and theoretical physics. They are also often used in string theory and have been studied extensively by mathematicians and physicists.

Overall, the study of extra dimensions and Calabi-Yau shapes is a fascinating and ongoing area of research in mathematics and physics. It requires a deep understanding of advanced mathematical concepts and is constantly evolving as new discoveries are made. I hope this brief explanation helps to give you more insight into this topic.