So you have a line with a start point and an intercept point and you can set the modular intercepts in say up to 10 D. So some intercepts can be lower D and others can be upto 10 D
This high dimensional complex waves could determine stream of small pieces of code which once evolved and optimized dimensional can work from inference and predefined algorithmics. upto 10 waves can effect decision at once. This would mean whatever you wanted a function to do it would achieve this calculation in the optimal dimensional blend rather that using a specific level of tensor dimensionality this would be more optimal especially for creating very complex functions that use symbolic calculation controlled by multidimensional waves like generating realistic game environments or optimal ways to model better DNA or molecules. This could also be done in a controlled way to achieve optimal transforms of 7bit 7d quantum spacetime photonic calculation which is the optimal dimension level to describe the main aspects of reality in mainly 4d spacetime with a 5d attribute effecting 4d spacetime curvature over long distances relative to the size of object. An atom for example through excitation can weigh a little in a extra dimension this effects Hilbert space tracks and can be utilized. There is no reason with a sufficient enough quantum digital processor at 7d with a smart enough working of Hilbert's space tracks you could not model the caffeine model and do prime number factorisation quite a bit faster potentially at least putting 2048 bit RSA at more risk pushing it maybe to 4096 bit or 8192 bit RSA. Finding
Lower dimensional solutions can improve the situation but not always.