Mathematics and the Holographic Universe

Are we able to develop holographic mathematics to describe the holographic universe?

Is holographic mathematics able to describe quantized processes?

Can we set quantized markers to reidentify time periods (entropy) like neuronal quantized fingerprints?

Is the Einstein-Space a special case in the holographic universe?

Time may be a subjective phenomenon - is our brain creating time as an equivalent to entropy change?

Is the known mathematics a special case in the Einstein space - and will we have a new mathematics to apply the holographic universe?

The like Poincaré adaption of mathematics - is the holographic mathematics like the complex quantized numbers of the 'classic mathematics'?

Is matter a condition of an Einstein special case - an energetic condition of a dimensional partitioned convolution of the metastructure of space?

So is matter just a condition of the Einstein space?

The Maxwell Equations - a special case of electro-magnetism in the Einstein-space? And what about the light? Monopol Magnetism?