homerwho said:I understand Minkowski is empty space with no matter.
homerwho said:Is there a possibility to consider Minkowski as a multi dimensional grid in the form of a perpendicular 3 dimensional matrix for further study on other spaces.
homerwho said:I am just interpreting what I read
The Minkowski contents question is a mathematical problem posed by Hermann Minkowski in 1905. It asks whether a given set in n-dimensional space can be covered by a finite number of convex sets with arbitrarily small total volume.
The Minkowski contents question is important because it has applications in various fields such as geometry, topology, and mathematical physics. It also has connections to other mathematical problems and has been studied extensively by mathematicians.
No, the Minkowski contents question remains an open problem in mathematics. While there have been some partial solutions and progress made towards solving it, a complete solution is yet to be found.
Some related problems to the Minkowski contents question include the Brunn-Minkowski inequality, the Busemann-Petty problem, and the Mahler conjecture. These problems all deal with the geometry and measure of convex sets in n-dimensional space.
The Minkowski contents question has applications in various real-world problems such as packing problems in physics and computer science, optimal transportation problems in economics and logistics, and shape analysis in computer vision and image processing. It also has implications in understanding the structure and behavior of matter in the physical world.