Kontsevich quantization formula
Okay, kiddo, let me give you a simple explanation of the Kontsevich quantization formula. Imagine you have a drawing of a shape, like a circle or a square. This shape is called a manifold.
Now, imagine you want to understand more about this shape, like how it can move or change. You can use a fancy math concept called quantization to help you do that. Quantization means turning something continuous, like a shape, into something discrete, like numbers.
The Kontsevich quantization formula is a special way to do this for manifolds. It takes the shape and turns it into a bunch of numbers that help you understand how the shape can move and change.
It might sound confusing, but think of it like this: you have a shape, and you want to know how it can wiggle and move around. Kontsevich quantization formula tells you how it can move by giving you a bunch of numbers that describe it.
That's basically it, my little mathematician! I hope this helped you understand the Kontsevich quantization formula a bit better.
Now, imagine you want to understand more about this shape, like how it can move or change. You can use a fancy math concept called quantization to help you do that. Quantization means turning something continuous, like a shape, into something discrete, like numbers.
The Kontsevich quantization formula is a special way to do this for manifolds. It takes the shape and turns it into a bunch of numbers that help you understand how the shape can move and change.
It might sound confusing, but think of it like this: you have a shape, and you want to know how it can wiggle and move around. Kontsevich quantization formula tells you how it can move by giving you a bunch of numbers that describe it.
That's basically it, my little mathematician! I hope this helped you understand the Kontsevich quantization formula a bit better.