My main purpose for posting this is merely to have other people brainstorm their thoughts about this, maybe help refine my ideas. What is time? Can it
be truely calculated? Is it really about what happens through prediction, or is it what happens through chance that makes the difference in time? I
did write this, it is not from anyone else but me. If i got anythin you believe to be wrong... PLEASE point it out.
An Intro to Time
Certain things must be examined about time before it can be referenced in a theory about predestination and fate.
The question surrounding time isn’t necessarily if it exists, but rather what it is. We, as humans, depend on time for nearly everything we do:
when we go to bed or wake up, when we go to work or school; it seems everything in a communal setting is based on when the sun sets. Our perception on
time isn’t wrong exactly, maybe just flawed. Can time be shaped, molded, and bent, or is time constant and must everything that time is involved in
be shaped, molded, and bent around it? It’s impossible to give a definite answer, and realistically it is somewhat hard to imagine one. The truth
is, we need time. It exists and we need to use it to the best of our ability before our time runs out.
Einstein helped show us that everything is relative. He wanted people to realize that what you think about something changes as its surrounding
environment changes. A classic mind experiment created by Einstein can demonstrate this. Imagine riding a roller coaster while looking at a
non-digital wristwatch. As your speed increases, your perception of how fast the second hand is moving changes. You should be seeing the second hand
go much slower than a bystander, who, also looking at your watch as you maintain a high velocity, sees the watch as going much faster as the one on
their arm. This is due to relativity, a key part in time. The faster the individual object is, the slower everything else is in comparison, including
time. Does this change actual time, or only time’s perception?
Time is sometimes described as moving at different rates, dependent upon a person’s perception. One who is bored or undergoing anticipation may
think that time is tauntingly sluggish, whereas someone that is having fun or sleeping may not realize the great deal of actual time that has passed
versus their perception of actual time. Those that can’t wait for something have to wait longer to get it than those who are indifferent. This may
be due to a more psychological concept. The more we want something, the harder it seems to get, and inversely the less we want something, the easier
it seems to obtain it. As for sleep, some people look forward to it, and others think it’s a waste of time and would never actually sleep if their
bodies didn’t depend so heavily on it. It’s hard to admit, but practically one-third of our life is interrupted by sleeping. Where has all the
time gone in those eight hours? Besides the few random dreams remembered by the average person, there is nothing “eventful” happening during
sleep. Time consumes our reality and places us in a false realm of existence, never again to be remembered consciously.
Is time travel possible? This is a question loved by both media and scientists alike. A vast majority of people would jump at the opportunity to go
back in time to fix a mistake, or prevent some tragedy from occurring. Even if everyone is content with their current life (and past), it seems
plausible that they are curious about their future. Who isn’t? Historians and archaeologists would use time travels not only for research, but also
proof. Is anyone up for preventing the JFK assassination, or what about 9/11? Suddenly scientists could see how dinosaurs lived with their very own
eyes, and lost cities and archeological sites could be visited when they were at their greatest. The possibilities are endless, and with this come
great deals of concern.
If time travel is possible, who is to say that the past can’t be manipulated and skewed for the benefits of one person? Power-hungry government
officials could travel back with modern technology and take over the world (who knows if maybe this already even happened). Radical religious
extremists could go back and create a mass-genocide, wiping out thousands, millions, or possibly even billions of lives, all because of time travel.
Everyone that would have been born as offspring may fail to exist after this point, likely changing the lives of everyone you know, or could know.
Time travel is potentially very dangerous, yet could also be inversely advantageous. If we were to supplement the past with modern technology, by the
time we live in now has arrived for the past, the technology will have been perfected and improved upon many times.
Assuming time travel is possible, it would be extremely impractical. The amount of energy it would take to convert all the mass traveling in time to
energy itself would be astronomical, let alone the amount of energy needed to transport the energy in a contained form and put it through space with
disregards to time seems next to impossible. Pretending it would even be able to be done would also require finding an equal amount of energy to
return to the present. If the past or future can’t provide this, you are stuck in a time in which you don’t belong. Assume also that you exist in
another time that yourself from that time also exists in. The Conservation Laws say that “matter (and energy) cannot be created nor destroyed”,
and seem applicable here. We can’t just take matter from one time and place it in another; it would require taking mass in one time, destroying it,
and then creating it in another time. Any creation or destruction with either mass or energy could, debatably, create a form of chaos unexplainable,
or rather, unimaginable to us now. The risk is high, practicality low, and the plausibility of time travel may not be existent—for the past.
Assuming we are in the present, it may be possible to travel forward in time (merely instantaneously creating mass from one point in time,
simultaneously creating it in another, future time). By traveling forward in linear time, however, it probably would not be possible to travel back,
and thus would create an almost pointless journey.
Time is perceived differently by everyone, and cannot be briefly summarized. However, it is important to study these small details when looking at my
journey in trying to justify and prove certain mathematical phenomena such as randomness and chance. Later, these terms will be used to describe
things seemingly unexplainable such as luck, spontaneity, instinct, and things such as predestination and fate.
The Variables That Can Explain What Happens in Time:
Chance and Randomness
My comprehension of time, highly conceivable though not yet proven is that it works according to a series of mathematical equations. Time is
representative of the past a, the present b, and the future c, where everything that happens translates into the equation of time. The past has
already happened which would make it appear as a constant of time, but keep in mind that the past is constantly being added to from the present. The
past can be described more accurately as [a+n limn->b], where n is a constantly changing point in the past, where everything before that point
approaching, but not equating to, the present is considered. The present, would resemble something close to [b^xy limb->c], where the present is
constantly being exponentially affected by x, that which could happen, and y, that which does happen, when the present approaches the future, but does
not actually coincide with the future. The future is a little more complex, as ĉ=[x^h+z], x still being that which could happen, as x is
exponentially affected by h, the human influence (which is unpredictable), and additive to z which is what will happen under mathematical explanation
(i.e. the absolute determination of an outcome using precise physical notation). In theory, the “equation” to time is [t=r(a+n+bxy+^(xh+z))] where
t is time as limn->b and limb>c and is all affected, respectfully, by randomness, chance (probability), luck, spontaneity, and instinct. Yes, it is
confusing and likely imperfect, but it also may be one of the closest ways to explain something ineffable. It is now time to describe the mathematical
instance known as chance and randomness.
Randomness is when there is no favorable outcome dependent upon the given variables that predicts a likely or unlikely result. No single outcome is
favorable, and everything that can happen supposedly has an equal chance of actually happening. Chance, on the other hand, includes probability. This
is when there are many variables that can affect the outcome, all of which point to a favorable possibility. For example, if the outcome of rolling a
die was truly random then there would be an exact one in six chance that any of the possibilities would occur, that is, equally. In this case, the
true proportion of actually rolling any given number on a die must always be precisely one sixth. And, as explained by the Law of Large Numbers, this
appears to be correct, yet naturally it cannot be this way, except for one sixth of the time. For example, imagine you roll a die seven times. Even if
you get one of every possible number, you are guaranteed to get at least one outcome that appears favorable to another. This already seems to defy the
sole definition behind randomness, but there are also other ways to explain the near impossible reality of true randomness.
Now, we know there are many variables that must be taken into account in actually rolling a die. First, you must consider what face is in contact
with the highest point of altitude. Then, you need to determine air resistance, friction, gravity, and things like wind and barometrics. Following
would be the force and angle at which the die is being released at, as well as the point in the air at which it is being released at and the resultant
plane at which it would land. All of this contributes, not to mention the actual weight of the die and manufactured variability. These are some of the
few factors, that when duplicated exactly, should produce the same result every time. By every time, this means that the z in our equation is solved.
Because it is next to impossible to achieve perfectly of duplicated results (as humans, not robots) all these variables make up a whole equation in
its own, just for rolling the die. Here, the probability accounted for through the given variables equates to each number being rolled as
approximately 1/6. If you were to try this experiment without looking to manipulate the variables you may get close to each die being rolled an equal
amount of times, but the ratio will always be off by a little. This is because the outcome involves chance, not randomness.
Luck
Next to be explained is luck. For clarification, there is no good or bad luck. They are the same thing, and good or bad would just be an inspecific
adjective placed in front of luck. Luck is actually very similar to chance. In a sense, luck is just a very specific incidence of chance. More or
less, chance has a set of variables that can be both explained and calculated. For example, there is a definite one in some amount chance that you
will win the lottery (remember that this is not random, as you can change the favored outcome by buying more lotto tickets than anyone else buys). It
would be very lucky however to find yourself in a public bathroom and happen to notice a lotto ticket sticking out of the trash can, which then ends
up being the winning ticket. There are far too many variables to calculate the actual chance of that happening, and so it can logistically be
considered luck. Yes, you may be lucky in the sense that you won the lottery after buying only one ticket, but when it comes down to it there is a
percentage placed in front of your chances of victory. Luck, though generally positive in connotation, can also describe the situation in which you
were mailed a lottery ticket, but you were called away on an unexpected business trip that happened to take a week longer than planned. Then, upon
returning home, you discovered you had the winning lottery ticket that had its claim date expire one hour before you ended up getting home. It sounds
horrid, but it would still be quite a “lucky” situation.
Spontaneity
Spontaneity is a very hard concept to explain because it, like luck, includes a lot of variability. Spontaneity has to do with the tendencies of
something to act the way it does. Spontaneous combustion is a good example. If an object has a combustible tendency when combined with another object,
the chance that it will combust with that object is (or is very close to) one. It will happen. The when part of the equation is what makes spontaneity
able to exist. If it is highly combustible and will randomly combust within five seconds, then we can assume that by six seconds it will have
combusted. However, if time is truly a random variable in this case then what’s to say that it has combusted by four seconds, one second, or three
one-hundredths of a second later? Spontaneity is what makes randomness possible, with respect to time (timing). This also means that if you had a
friend that shouted out a seemingly random word, they’d actually be considered a spontaneous person, and not a random person. If they were thinking
about pizza, there is a high chance that within the next few minutes, if they are to say anything at all, they would say pizza (or something closely
related to pizza) at a random time.
Instinct
Instinct is much harder to explain than spontaneity. It is so hard to explain because it seems to be specific to that which lives and thinks, whereas
spontaneity, chance, and possibly even randomness (and remotely, luck as well) seem to be applicable to other things in nature. Instinct is specific
to that which lives, and is possibly genetically inherited. Instinct can defy chance and is different than luck, yet can make your decisions
spontaneous. Imagine you are stranded in the woods and you lost your map. You are desperately trying to find your way home, and you know that your
life is at stake. Perhaps you can somewhat visualize what little you remember of your map, and you think you should take a left and head north, but
something tells you in the back of your mind to take a right and go south. Logistically you should follow what you can remember of your map and head
north, but you decide instead (for no apparent reason) to go south. Fifteen minutes of hiking leads you to a highway and you successfully hitch a ride
home. This would definitely be described as a somewhat random instance of instinct, but the problem is that this part of the equation does not seem to
apply inversely. If you had decided to head south and you had, instead of hitching a ride, died from hypothermia, it doesn’t seem right to assume it
was instinct that lead you there (maybe just “bad” luck). Also, if instinct is true extra-sensory perception that will kick in whenever you need
help with surviving, then it shouldn’t fail, right? Possibly. It seems to be that instinct is true in concept, but also could just be synonymous for
luck or randomness when applied to a person in specific environments or conditions.
If any of these mathematical terms and concepts exist, then presumably so does my version of time as well. As with many equations, some things do not
seem to fit. Holes and asymptotes realistically will appear throughout the graph of time, sporadically and without control. Thanks for reading!