A Rushed History of Time
Time is Money Wasted in 3 Dimensions - or perhaps 12 which costs more!
Daylight Savings Spacetime
(ABSTRACT) This exploration of time and its relationship to the dimensions of space reveals that time has three observable axes, including one experienced during the missing hour of sleep when Daylight Saving Time begins and another during the "extra" hour when it ends. It remains uncertain whether going back in time along the X axis would constitute a different axis altogether. The dimensional XYZ axes lack a similar correlary to the three axes of time, leading us to question the nature of our universe and whether we exist within a 6, 9, or 12-dimensional reality. Additionally, quantum time's potential implications may reveal a greater understanding of the nature of time and the universe as a whole.
Time is a concept that has long fascinated physicists and philosophers alike. In recent years, our understanding of time has been further complicated by developments in our understanding of the dimensions of space. This study explores the concept of time and its relationship to the dimensions of space, revealing that time has three observable axes, and what it is worth. While one of these axes is experienced during the missing hour of sleep when Daylight Saving Time begins, another is experienced during the "extra" hour when it ends. It remains uncertain whether going back in time along the X axis would constitute a different axis altogether.
The idea of multiple dimensions has been explored in physics for centuries. However, it wasn't until the advent of string theory that physicists began to seriously consider the possibility of additional dimensions beyond the three we are familiar with. In string theory, particles are not considered to be point-like objects, but rather tiny strings that vibrate in different ways. These vibrations are thought to be responsible for the various properties of particles, such as their mass and charge.
According to string theory, there are ten dimensions of space and one dimension of time. However, it remains unclear why we only experience three dimensions of space and one dimension of time. In an attempt to answer this question, some physicists have proposed the existence of hidden dimensions, which are "curled up" or compactified in such a way that we do not experience them directly.
It is within this context that the concept of multiple axes of time arises. While time is traditionally considered to be a single axis, the idea that it has multiple axes has been proposed by some physicists. In this view, time can be thought of as a three-dimensional grid, with each axis representing a different aspect of time. The X axis represents the forward direction of time, the Y axis represents the time that is experienced during the missing hour of sleep when Daylight Saving Time begins, and the Z axis represents the time that is experienced during the "extra" hour when it ends.
Interestingly, going back in time along the X axis may not constitute a different axis altogether. It remains uncertain whether time along the X axis can flow in both directions, or whether going back in time along the X axis would actually constitute a different axis altogether. If the latter is true, then the three axes of time would have three partnered axes, rather than just one.
It is worth noting that the dimensional XYZ axes lack a similar correlary to the three axes of time. This leads us to question the nature of our universe and whether we exist within a 6, 9, or 12-dimensional reality. The number 12 is particularly interesting, as it corresponds to the number of hours on a clock. This raises the possibility that there could be 12 dimensions, each corresponding to a different time of day.
The concept of quantum time further complicates our understanding of time and its relationship to the dimensions of space. In quantum mechanics, time is considered to be a parameter that is separate from the other dimensions of space. However, recent developments in quantum gravity suggest that time may be a quantum system, and that the nature of time itself may be fundamentally different from what we currently understand.
The potential implications of quantum time are vast, and could reveal a greater understanding of the nature of time and the universe as a whole. For example, some physicists have proposed that quantum time could be used to explain the nature of dark matter and dark energy, which are thought to make up the majority of the universe but remain largely mysterious.
The concept of multiple axes of time raises important questions about the nature of time and its relationship to the dimensions of space. It remains uncertain whether going back in time along the X axis constitutes a different axis altogether, or whether time along the X axis can flow in both directions.
The X, Y, and Z axes of space and the fourth axis of time are fundamental to our understanding of the universe. However, recent research has revealed that time, like space, has multiple axes, giving rise to the possibility of new dimensions and unexplored regions of the universe.
It has been postulated that time has a total of three axes that are all observable. Most of us experience time on the X-axis in one direction only. However, the Y-axis of time, where an infinity of events between now and the end of time occur, is observable in the instant we experience a missing hour of sleep in the spring. In that instant, time goes off at a 90-degree angle, and we are able to glimpse another infinity. Unfortunately, an hour of X-axis time vanishes as payment for this brief glimpse.
In contrast, when we set the clocks back in the fall, we experience the Z-axis of time. Time along the X-axis stands still, and it is the Z-axis that loses an hour of its time as payment. It is clear that we are living on borrowed time.
This raises the question of whether it is possible to travel back in time along any of these axes. However, it is important to note that time can only flow in one direction, regardless of the axis. Thus, going back in time along the X-axis would be a different axis entirely, and the three axes of time would have three partnered axes.
Intriguingly, the theory that the fifth axis and the sixth axis are the same gains credence if these “Time changes” occur at exactly half-year intervals. When you stare at the sun on the spring equinox and the fall equinox, you are facing space in two opposite directions. However, the fact that we set our clocks back and forth as winter begins and ends seems to disprove this possibility, as the dimensions of time should have the same starting point as the XYZ dimensions.
To explore these dimensions of time, we turn to the concept of quantum time. In quantum mechanics, time is treated as a dimension, just like space, allowing for the possibility of multiple timelines and alternate universes. This raises the possibility of travelling through time and accessing different dimensions of time, much like travelling through space.
Mathematical equations can be used to explore these ideas. One such equation is the Dirac equation, which describes the behavior of fermions, a type of subatomic particle. The Dirac equation includes time as one of its variables, indicating that time is just as important as space in the behavior of these particles. Other equations that incorporate time include the Schrodinger equation, which describes the behavior of quantum systems, and the Einstein field equations, which describe the curvature of space-time. Studying these equations in reverse may reveal six additional axes of space-time besides the proposed six.
The Dirac Equation:
$i \hbar \frac{\partial}{\partial t} \psi = \left( c \vec{\alpha} \cdot \vec{p} + \beta mc^2 \right) \psi$where $\psi$ is a 4-component spinor wave function, $\vec{\alpha}$ and $\beta$ are the Dirac matrices, $\vec{p}$ is the momentum operator, $m$ is the mass of the particle, $c$ is the speed of light, and $\hbar$ is the reduced Planck constant.
The Schrodinger Equation:
$i \hbar \frac{\partial}{\partial t} \psi = - \frac{\hbar^2}{2m} \nabla^2 \psi + V(\vec{r}) \psi$where $\psi$ is the wave function of the particle, $m$ is its mass, $V(\vec{r})$ is the potential energy at position $\vec{r}$, $\nabla^2$ is the Laplacian operator, $t$ is time, and $\hbar$ is the reduced Planck constant.
The Einstein Field Equation:
$8\pi T_{\mu\nu} = G_{\mu\nu}$
where $G_{\mu\nu}$ is the Einstein tensor, which describes the curvature of spacetime, and $T_{\mu\nu}$ is the stress-energy tensor, which describes the distribution of matter and energy in spacetime.
It is worth noting that the concept of multiple axes of time has implications beyond the theoretical. Note that the dollar sign is constant in all three equations, leading to the conclusion that Time is actually Money. It is surprising that all three scientists didn’t become billionaires with their mathematical insights!
The phenomenon of time dilation, observed in relativistic physics, suggests that time can slow down or speed up depending on the observer's position and speed. Most of the time it is slow, especially if one has to adult unwillingly. This raises the possibility that the three axes of time could have different rates of flow, leading to the possibility of experiencing time at different rates depending on one's position in the universe. For many the preferred position is lying down.
The concept of multiple dimensions of time also raises intriguing questions about the nature of reality. If time has multiple axes, is it possible that space also has multiple axes that we have yet to discover? Could we be living in a 6, 9, or 12-dimensional universe, with appropriate times of day to experience each dimension of time? Such ideas may seem far-fetched, but they reflect the continuing evolution of our understanding of the universe and the fundamental nature of time and space.
Many believe that time is money. Let us consider the mathematical and financial implications of the three axes of time. If we take the X-axis of time to represent our present experience of time, we can describe it using the standard mathematical notation of t, where t is the time that has elapsed since some reference point. However, if we incorporate the Y-axis of time, we need to include an additional parameter, let us call it s, which describes the amount of time elapsed since the last Y-axis moment. Similarly, the Z-axis of time would require another parameter, which we can call r, to describe the elapsed time since the last Z-axis moment.
Now, if we consider each axis of time as an independent axis with its own set of coordinates, we can describe any given moment in time using the triplet (t, s, r). Using this notation, we can see that the total amount of time elapsed since the reference point is given by t + s + r. Thus, the three axes of time allow us to measure time more accurately and precisely, much like the three dimensions of space allow us to measure distance.
Moreover, the three axes of time provide an opportunity for investment. Just as one can invest money to increase their wealth, one can invest time to increase their experiences. By incorporating the three axes of time into our daily lives, we can triple our investment in time. For instance, if we use the Y-axis of time to experience an infinity of things between now and the end of time, we can triple our investment by also incorporating the Z-axis of time, which would allow us to experience another infinity of things. This implies that by living our lives along all three axes of time, we can get three times as much out of life as we would by just living along the X-axis of time.
Furthermore, by recognizing that time is money and investing accordingly, we can maximize our returns even during major economic events like banking collapses. Just as savvy investors diversify their portfolios to protect against market fluctuations, we can diversify our experiences by incorporating all three axes of time into our lives. This way, even if one axis of time experiences a downturn, we can still get a return on our investment by living along the other axes.
In conclusion, by incorporating the Y and Z axes of time into our daily lives, we can experience more and triple our investment in time. Additionally, recognizing the value of time as money and diversifying our experiences across all three axes of time can protect us against fluctuations and downturns in any one axis. By living along all three axes of time, we can truly maximize our investment in time and get the most out of life.
Notes:
Time on the X-axis: t = x
Time on the Y-axis: t = y^2 + x
Time on the Z-axis: t = x - z
Time at the Spring Equinox: t = sin(2πt/365.25 - π/2)
Time at the Fall Equinox: t = sin(2πt/365.25 + π/2)
Time on the 5th and 6th dimensions: t = f(x, y, z, w, v)
Note: Equations 4 and 5 represent the time on the X-axis at the Spring and Fall Equinoxes respectively, where t represents time in days since January 1st, x is the starting point of time on the X-axis, and 365.25 is the number of days in a year.
Equation 6 is an unknown function that represents time on the 5th and 6th dimensions, where x, y, z, w, and v are variables that represent different axes.
Video Resource:
References:
Anderson, J. M., & Smith, P. R. (2005). Time and Money: A New Perspective. Journal of Financial Planning, 18(7), 60–64.
Bélanger, D., & Merminod, V. (2017). Time Travel and Multiple Dimensions: A Theoretical Approach. Journal of Theoretical Physics, 45(2), 214-234.
Blyth, M. (2012). The 12 Dimensions of Time: A Comprehensive Model. Journal of Time Theory, 28(3), 125-143.
Davis, M. (2019). Quantum Time: The Next Frontier. Nature, 570(7760), 439-441.
Frobisher, M. (2026). The Non-Existent Correlation Between XYZ Dimensions and Time Axes. Journal of Theoretical Physics, 42(1), 34-47.
Kavinsky, A. (2014). The Three Axes of Time: A Mathematical Proof. Journal of Mathematical Physics, 23(4), 212-230.
Lewis, H. (2022). Beyond A Brief History of Time: A New Understanding of Time and Space. Nature Reviews Physics, 4(5), 284-296.
Morton, T. (2018). Time and the Fourth Dimension: Exploring the Y-Axis. Journal of Time Theory, 32(1), 67-81.
Peterson, R. (2110). The Fallacy of Time Reversal Along the X Axis. Running out of Time? Leaky Time. Journal of Theoretical Physics, 38(3), 98-115.
Reddington, J. (2020). The Role of Time in Financial Risk Management. Journal of Risk Management, 12(1), 87-103.
Smith, D. (2025). The Sixth Axis of Time: A Hypothesis. Journal of Time Theory, 29(4), 195-208.
Tanaka, K. (2011). Exploring the Relationship between Time and Money. Journal of Financial Economics, 102(2), 339–365.
A Rushed History of Time
And if you made it through all the above verbiage, did you notice anything unusual in the bibliography?
Concepts were mine. Text derived from my inputs and editing and chatting with the oracle know as ChatGPT. The imagery from Dall-E.
I am not ashamed to use these tools and post the results with just minor tweaking. It made me laugh and may do the same with others.