t i r e d  o f  f o r c e s

BY Henryk  Szubinski

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a type garage station for a millenium falcon type reference to UR1 basis of volumetricality by force of delivery of a portal of a minimal mobius transferred to a larger mobius by the displacement of flow between them in one sized portal UR1

 

A vector bundle is a family of vector spaces parametrized continuously by a topological space X.^[99] More precisely, a vector bundle over X is a topological space E equipped with a continuous map

π : E → X

such that for every x in X, the fiber π⁻¹(x) is a vector space. The case dim V = 1 is called a line bundle. For any vector space V, the projection X × V → X makes the product X × V into a “trivial” vector bundle. Vector bundles over X are required to be locally a product of X and some (fixed) vector space V: for every x in X, there is a neighborhood U of x such that the restriction of π to π⁻¹(U) is isomorphic^{[nb 15]} to the trivial bundle U × V → U. Despite their locally trivial character, vector bundles may (depending on the shape of the underlying space X) be “twisted” in the large, i.e., the bundle need not be (globally isomorphic to) the trivial bundle X × V. For example, the Möbius strip can be seen as a line bundle over the circle S¹ (by identifying open intervals with the real line). It is, however, different from the cylinder S¹ × R, because the latter is orientable whereas the former is not.^[100

 

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The data on the values of the references made on priority of primary causes of force:

 

The electrostatic force was first described in 1784 by Coulomb as a force which existed intrinsically between two charges.^[33] The properties of the electrostatic force were that it varied as an inverse square law directed in the radial direction, was both attractive and repulsive (there was intrinsic polarity), was independent of the mass of the charged objects, and followed the law of superposition. Coulomb’s Law unifies all these observations into one succinct statement.^[34]

Subsequent mathematicians and physicists found the construct of the electric field to be useful for determining the electrostatic force on an electric charge at any point in space. The electric field was based on using a hypothetical “test charge” anywhere in space and then using Coulomb’s Law to determine the electrostatic force.^[35] Thus the electric field anywhere in space is defined as

where q is the magnitude of the hypothetical test charge.

Meanwhile, the Lorentz force of magnetism was discovered to exist between two electric currents. It has the same mathematical character as Coulomb’s Law with the proviso that like currents attract and unlike currents repel. Similar to the electric field, the magnetic field can be used to determine the magnetic force on an electric current at any point in space. In this case, the magnitude of the magnetic field was determined to be

where I is the magnitude