I’ve been reading some books (old and new) on quantum physics and quantum mechanics, and I was fascinated by the discussions regarding probability waves. Back in the late 1700’s a scientist named Thomas Young (1773-1829) conducted an experiment, that was soon repeated by other physicists and is even now repeated in schools as a training tool.
The experiment goes like this:
He created a black box that had a back wall of light-sensitive materials and contained just two small holes at the front to allow light in. He removed the covering over the two small holes and let the light go into the box. Then, when he later opened the box, he saw that instead of the two bars that he was expecting when the light entered the two holes, there were 4. Curious, he increased the holes to 3. Instead of getting six bars, though, he found that he had 5 bars. Even more curious, he made 4 holes, but this time the number of bars actually decreased. His conclusion was that the light traveled in waves and the waves interfered with each other, thus creating the “irregular” patterns of light bars in his results.
This conclusion held for many decades. Scientists would draw wave patterns to demonstrate how they interfered with one another, and used mathematics to “prove” this conclusion. Then, other physicists came along that questioned this wave theory. After all, they had calculations to show that light wasn’t a wave, it was a particle. Therefore, the interference patterns shouldn’t be occurring the way everyone assumed.
To test their theory of particles, they devised a way to allow a single photon through the hole and into the black box. To determine that just one photon got through, they set up monitors on the back side of each pin hole. That way, they would know that only one photon was being released and which hole it was going through. This was because they deduced that if one photon went through at a time, then there was no way it could interfere with itself, and that would mean that there would be no interference patterns, thereby disproving the waves theory and proving that light (and energy) traveled as particles (see Figure 2).
What they discovered was that the photon seemed to travel in a wave-like pattern until it passed the monitor. Once detected, the photon traveled as a particle until colliding with the back wall. This wave-to-particle motion became known as probability waves. That is, photons (and all sub-atomic and atomic particles—all energy) create waves of probabilities until a determination is made.
Once that determination is made, they select one of the probabilities and make it a reality. If the photon is detected, it selects the probability of this reality and the path on which it was detected. If the photon is not detected, then it is free to select this reality or any other. So, until a choice is made, all possibilities exist. However, even though a decision is made, the other possibilities don’t just go away, they also become reality, just not in our world.
Can you understand why I find this so fascinating? Basically, quantum physics is expressing the philosophy of choice (albeit in a manner more acceptable to those who are more logic and mathematically based).
For example, let’s go back to the photon. We release a photon and it’s traveling in a wave-like way. We decide to detect it, so now it exists in our reality, but the other wave (the one not being detected) doesn’t just fade away, after all, energy doesn’t disappear, it merely takes on another form. (Energy is a constant.) Instead, the remaining wave(s) simply enters a reality where the photon wasn’t detected. By following this idea, we see a more balanced reality, a more balanced world. It also fits with the basic principal of an equal, and opposite reaction. If we chose not to detect the photon, then the photon would no longer exist in our reality, but would, instead, be in a reality where it was detected.
So, every time you make a choice, that unselected choice doesn’t simply fade away, it becomes a separate bubble of reality, a separate and opposing energy loop. It may only last for a moment, or it may last for many years, creating its own branches and its own parallel realities, it all depends on the size of the choice. If the choice is something small with little impact on your life and your world, then the bubble will most likely be small and may resolve itself quickly, returning back to the originator of the probability wave (you). On the other hand, if it’s something large, with a lot of impact on your life, then it may last decades (perhaps even the entire life).
Let’s say you decide to watch a televised sitcom instead of reading a book one night. That’s not a big choice, and may have very little impact on your life. Therefore, this little bubble wherein you read your book instead of watching the sitcom, may only last for the night, or for a couple of days, before merging back into your reality. Now let’s say that your fiancé just asked you to marry him. That’s a choice that will make a large impact on your life. In this case, whichever choice you don’t take, will most likely endure throughout the entire life of the alternate you.
If you decide to marry, then your alternate is going to say no. This alternate life then will be far different than the one you will be living, and the two may not merge until one or both of you die.
Because of the impact of this decision, each alternate reality will continue to create other alternates with the various decisions that come up. The reality where you married may bring choices of kids or no kids, career choices, and others, while the reality where you didn’t marry, may bring other marriage proposals, other opportunities perhaps to travel, or for career. Each of these will result in a large impact, which will result in even more alternates.
Whew, confusing isn’t it, trying to imagine all those realities? But as you try to wrap your mind around it, can you see how this fits with the concept of imbalance seeking to restore itself to balance?
The concept of imbalance seeking to become balanced isn’t new, and it isn’t just from the philosophy of choice. Scientists have talked about it for a long time, and this simply adds another rock to the foundation of its truth.
If a choice results in a probability wave containing two options, and only one is selected, then if that second option simply fades away, it would make our world very imbalanced. But, if another reality were created in which that option also became a reality (the rules of duality applying here), then that would create a balance between both of our worlds/realities. And when the two realities merged back together, that would simply consolidate the balance into one source again.
According to both science and philosophy, no energy is lost, no decision is left unexperienced, because all possibilities exist Somewhere.
It’s fascinating reading some of these books on quantum physics and realizing just how much they echo some of the more current philosophies and metaphysical ideas of our times.