My Apology, I made few typos and some corrections below: Please let me know what you think and please make comments. I know I am making outlandish sounding statements like in paraphrasing Pythagoras: "All things are one Qbit" within "one singularity Qbit Multiverse." However, as my bio shows that I am a realist that I believe there is really something out there independent of us, because KQID describes that a thing is an observer as expressed in the equation A+S= E= ψI(CTE). This means that Existence in ψτ(iLx,y,z,Lm) like photon, electron, atom, molecule, universe and Multiverse are the wavefunction of Information that are embedded with Consciousness(C), Time(T) and Energy(E). Thus everything is information that contains the properties of Consciousness, Time and Energy. Again, my apology for making corrections below. It would be my extreme honor and privilege to get your erudite opinions. Thanks. Truly, Leo KoGuan
Dark Energy, Bit Bang and Big Crush
Using the equation Kqid(AΘ-ΘS)gμν where Kqid constant is calculated earlier as 5.92x10-14 m3/qbit or 9.92938 x 10^-115 J/KPv where AΘ as 2.725 K and ΘS as 3x10^-30K, temperature of the event horizon of our universe calculated by George Smoot et al. Thus: 9.92938 x 10^-115 J/KPv( 2.725K - 3x10^10^-30K) = 1.3832048 x 10^-123 Pm/Pv as the dark energy of our universe. This is really identical with the observed cosmological numbers 1.38 x 10^-123Pm / Pv. KQID postulates that this 1.3832048 x 10^-123Pm/Pv is one bit! photon A at CMB temperature as the dark energy that varies with the temperature of our cosmic background radiation (CBMR). KQID predicts that today one photon qbit A = Kqid(ΘCMB) = E = 1.38x10^-123Pm/Pv and this numbers will continue to go down as our universe is inflating until it will reach a critical benchmark when A = S, then our universe will stop expanding and begin its collapse until all A are converted into S to form what is known as the Omega Black Hole or the Big Crush. From this Crush comes a new Bit Bang obeying A= E-S where at time zero, there is no entropy, therefore S = 0, then the Qbit A = E = Kqid(Θo) = 4.6x10^113Jm^3 where the temperature at the Bit Bang temperature at Θo = 4.6x10^113Jm^3/5.92x10-14 m3/bit = 7.8 x10^126K assuming at the Bit Bang, our universe has the energy of Planck pressure * m^3= 4.6x10^113Jm^3.
All Things are one Qbit: KQID postulates that any Qbit can contain any amount of energy with no theoretical limit. Gravitational singularity of our universe is necessarily singularity Qbit because after the infinite compression, only the singularity Qbit remains. The Qbit that contains everything in qbits because it is the product of those compression! The singularity Qbit is the Singularity of A + S = ψI(CTE) = our universe singularity Qbit. The energy contains in this Qbit at the Big Crush universe depends upon its temperature as described by Kqid(Θend). Therefore, this is the key of KQID cosmology of our universe that one photon A contains all the energy for the Bit Bang as calculated using Kqid(Θo): the Bit Bang temperature at Θo = Θend = 7.8x10^126K (4.6.10^113Jm^3/5.92x10-14 m3/bit) far higher than the current estimate, assuming at the Big Crush, our universe has the energy of Planck pressure * m^3= 4.6x10^113Jm^3 that has been splitting ever since into our observation as Cosmic Background radiation of about 1.38x10^-123Pm/Pv which is according to KQID is one qbit A that has combined photon + neutrinos energy(representing as temperature that is made up of both photon energy and neutrinos energy)
What was time and the wavelength of the first burst of the Bit Bang? E = hf = h/t = 6.6x10^-34 J/t = 4.6x10^113 jm^3, we can calculate that t = 6.6x10^-34 J/4.6x10^113 jm^3 = 1.43478x10^-147 seconds. This is far smaller time than Planck time of 5.39x10^-44 s.
This means the lambda λ of the first Bit Bang is about 1.43478x10^-147 s x c = 4.3x10^-139 meter, far shorter than the current estimate.
The event horizon of our Multiverse must be the absolute zero
Applying the Hawking's (Θ) formula = 1/Rs where (Schwarzschild Rs = 2Gm/c2), then the Hawking Θ must be the absolute zero K because the Rs = infinity as Multiverse mass = infinity. Thus, Hawking Θ = 0K. Alternatively, we know that the event horizon is bordering with non-existence, and Non-existence has no reading at all.
For our Multiverse's dark energy: Kqid(AΘ-ΘS) = 9.92938 x 10^-115 J/KPv x (3 x 10^-30K - 0K) = 1.523 x 10-153Pm/Pv. (See appendix) KQID postulates that this dark energy (Λm) of our Multiverse 1.523 x 10-153Pm/Pv must be Λm > 0, because if not our Multiverse has to collapse and our Multiverse and us will simply disappear without any trace. No record and nothing left: existence will cease to exist and non-existence is forever and ever. Thus, it is necessarily, our Multiverse dark energy Λm is ≤ 1.523 x 10-153Pm/Pv > 0. Our Multiverse MUST expand forever and ever in the time-present ≤ 10^-1000s.
In his wonderful book "Programming the Universe", Seth Lloyd calculated that the upper bound transactions in our universe are about 10^122 bits, thus if one bit is equal to 2.85 x 10^-21Joules at 298.15K, then it is now about 2.85 x 10^-21 x 10^122 = 2.85 x 10^101J and this is much less than the KQID assumed energy at the Bit Bang: Planck Pressure *m^3 = 4.6 x 10^113J.
KQID estimates when the inflection point will be reached and when our universe will begin to Crush.
Applying A = E - S at the Bit Bang moment, S = 0, then A = E.
Calculating when S is starting to be bigger than the A and when S = E and A = 0?
Assuming that the Plank Pressure*m^3 is the energy that triggered the Bit Bang A( anti-entropic bits) with 4.6.10^113J.
The question is when it will be reaching the total transactions around the KQID upper bound 1.77649 x 10^136 bits based the CMB Θ = 2.725K. Applying KbΘln2 we find the value of one bit ≥ KbΘLn2 where Θ = 2.725K thus 2.725 x 1.3806503 ﾃ-- 10^-23 x 0.6932 = 2.608 x 10^-23 J. Then, how many bits if S is equal with A assuming at the Bit Bang, the total energy of S was at 4.63309 x 10^113/(2.608 x 10^-23) = 1.77649 x 10^136 bits. If we divide this number with Lloyd's upper bound 10^122, we get 1.77649 x 10^136/10^122 = 1.77649 x 10^14 or 177.649 trillion times more bits. As of now, it looks like our cute baby universe (13.8 billion years old) has many hundreds trillions years more to go and furthermore as our universe is aging it is using less energy to compute, thus it will use even less energy than before for doing the same thing.
Interestingly, we can get the same value 177.649 trillion times larger when we use different method in unit of Joules energy of calculation using Lloyd upper bound bits of transactions (10^122 bits) in our universe since the Bit Bang, the energy of one bit at CMB 2.725K as follows: assuming the S entropic energy that has been accumulated since the Bit Bang, Lloyd's numbers = 10^122 x 2.608 x 10^-23 J = 2.608 x 10^-99 J. Thus this is the value of A used up or S, entropic bits, in energy J unit of measurement since the Bit Bang. If we divide the energy of A at the bit bang moment by approximately A energy assuming the CMB as the energy now and assuming at the Bit Bang as 4.63309 x 10^113 J. What have left is A/S = 4.63309 x 10^113/(2.608 x 10^99) = 1.77649 x 10^14 or 177.649 trillions times of magnitude bigger, which are the same numbers as above using different calculation!
How many bits are in our universe and Multiverse using Bousso's formula?
Bousso, The holographic principle, says that Sglobal ≤ 3π/Λ where KQID says that it is based on observation that Λ = (1.38 x 10^-123Pm/Pv) is ≤ 6,8 x 10^123 bits match with Seth Loyd upper bound bits since the Bit Bang is about 10^122 bits. For Multiverse, KQID calculated at the minimum bound SMultiverse ≥ 6.3 x 10^153 bits that are projected onto our Multiverse event horizon. Our Multiverse is indeed a colossal Susskind hologram!ﾂ