bivector उदाहरण वाक्य
उदाहरण वाक्य
- The vector, and so the cross product, comes from the product of this bivector with a trivector.
- The components of the bivector are the projected areas of the parallelogram on each of the three coordinate planes.
- These bivectors are summed to produce a single, generally non-simple, bivector for the whole rotation.
- Note that the order is important because between a bivector and a vector the dot product is anti-symmetric.
- If the electric and magnetic fields in ! 3 are and then the " electromagnetic bivector " is
- As a whole it is the electromagnetic tensor expressed more compactly as a bivector, and is used as follows.
- The bivector magnitude ( denoted by ) is the " signed area ", which is also the determinant.
- Two bivectors, two of the non-parallel sides of a prism, being added to give a third bivector.
- It's not fundamentally a vector ( oriented line element ), but an oriented area element ( bivector ).
- where is the bivector form of the electromagnetic tensor, is the four-current and is a suitable differential operator.