Pieces of exotic matter which could account for a large percentage of the missing mass of the universe are called WIMPs (weakly interacting massive particles). Together with MACHOs (massive compact halo objects), they are dark matter that can provide a good explanation for 30% cosmic mass credit shortfall. It is a consensus among astronomers and cosmologists that ordinary visible matter can account only 5% and the remaining 65% must be accounted by taking dark energy (vacuum energy) into the universal mass-energy equations. These equations are simply Einstein field equations with the added free parameter of the cosmological constant.
In order to derive mass from this cosmological constant (L) it must be multiplied by a space-time metric tensor (g). The tensor product becomes the energy-momentum tensor (T). Then finally it must be divided by the square of vacuum speed of light (c²) to become pure mass. This does not happen because all the above mentioned tensors are of different ranks. If these are matrices then different ranks would be the same as having different order. A 2 by 2 matrix has order 4. A 3 y 3 matrix has order 9. A 4 by 4 matrix has order 16. These indicate clearly that the order of a matrix is the same as the number of elements inside the matrix. If there are more zero elements in the matrix then there is a serious mass credit shortfall.


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