Dimensions of temporal origin

 So, in my model, dimensions aren't these abstract things floating out there beyond our reach. Instead, they're tied to the flow of time itself. Imagine time as this primary stream, and dimensions are like different facets or aspects that emerge from how this stream interacts with itself.

Think of it this way—each dimension isn't a separate universe or some hidden layer we can't see. They actually come about from how time interacts within itself. It's like different ripples or patterns in a pond, where each ripple length represents a different dimension.

You know how some theories talk about dimensions as these curled-up or extra spaces we can't perceive directly? I think that misses the point. Dimensions should be integrated into how we experience reality. We live and move through these dimensions every day—they're not something separate or far-off.

Some theories suggest that higher dimensions are like slices or layers of a bigger structure. I see it differently. All dimensions, whether higher or lower, are part of a continuous flow. They're all interconnected and evolving within this temporal framework, not separate slices we can only glimpse parts of.

In my model, dimensions are described mathematically by how rates and interactions within the temporal flow sum up: $D=\sum \left(\frac{R_n}{F_n}\right)$ This formula shows how dimensions emerge from the rates of change and interactions within time itself.

Fields like gravity or electromagnetism—they're all tied to these dimensional interactions. The formula I use connects how these dimensions influence the behavior of fields in space-time. For example, gravitational effects are like waves in this temporal stream affecting how things are positioned in space: $G(i,j,k)≈−∑(ai2​ωi2​ΔS)⋅∑(ai2​ωi2​S⋅V)⋅g(i,j)$

What's interesting is how dimensions and fields are so intertwined in my model. Fields don't just exist in isolation—they're shaped by the flows and interactions of dimensions. This idea helps explain why fields behave the way they do and how they affect the physical world around us.

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So, my take differs from the traditional view by emphasizing that dimensions aren't distant or hidden—they're right here, part of how we perceive and interact with the world. By seeing dimensions as dynamic aspects of time itself, we can better understand how fields and physical phenomena come into play. It's about bridging theory with real-life experience, showing how dimensions aren't just theoretical constructs but fundamental to how our universe works.