Sep 1, 2017 - Baryogenesis,[31] is the discussion relating to the antiparticles of CPT. There are three conditions Sakharov discussed. The discussant of CPT ...
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Contents [hide] 1 Basic concepts of spacetime and time correction 1.1 Baryogenesis and Time correction 1.2 Heisenberg Uncertainty Principle and Time Correction 1.3 Momentum, λp,and Wave Nature 1.4 Time Correction and New Formulation for Energy and Principal Quantum Number 1.4.1 Energy and Probability 1.4.2 Dirac Relativistic Equation, Time, Bose-Einstein Condensate,Photoelectric Effect, and Energy 2 Centripetal Effect
Basic concepts of spacetime and time correction
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Spacetime and time correction is a new topic that explains the dilemma of the parameter time. In classical physics, time points often involve measures of t0 (initial time) and tf (final time).Whether Minkow Polarization of Light non- Contrary to Gravity and Agravat Series
Gordon Baym (1969) in an experiment can show the polarization of light where velocity of the electric field can be equal at 45 degrees for the x and y axis. Another pertinent point to the commutable matric
PROPER TIME
'The new methods for time correction, energy, and momentum, shown in figure 3, depict a right triangle relationship' is discussed. Previously, proper time included that distances perpendicular to the direct
Baryogenesis and Time correction
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Baryogenesis,[31] is the discussion relating to the antiparticles of CPT. There are three conditions Sakharov discussed. The discussant of CPT symmetry says a particle may have same and equal life time Little EDM CP Violation
The electric dipole moment described by Lisa Randal,EDM, [28,39]has stated charges may move from negative to positive directions. The Electric field has been desc Thermodynamics 1. dying an entropy death. 2. where heat, energy, and mass decreased until nothing left. a. Mass is inelastic 1993 exp can show with 90 degrees vertex in middle; Weak Statistics and Baryogenesis
Sakharov and his three conditions lead to a fourth scenario of weak statistics for behavior when the [B,H] =0 with B and H are non-zero. 1) The ground state of at
Neutral matter interacts non-trivially as a consequence of conservation [1]. Particle symmetry favors matter to antimatter in this respect. CPT and time reversal may hold a production of matter in equal amo Points on Conservation of Negative Energy Shocks if distance is independent and then the force can change to negative energy. Fc =-mD/tc2 Potential energy can be linked to the field equation.The magnetic Limitation of Precision Measurement error is another source of lack of precision [28]and is a constant problem. The problem of Constants such as Planck's constant, Rc or a velocity from SCHWARZSCHILD RADIUS
The calculation of Schwarzschild radius or velocity shows for kinetic energy the velocity is the speed of light c from the question of escape velocity (KE=PE). The calculation is from a black hole named Me CIRCULAR ORBITS
According to NASA in a publication [44], the velocity of an object in circular orbit can be v=2πr/T the T is the period. While this is similar to time correction, Singularity
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Singularity Finite or Type I has flaws in conceptual form to be a problem of force. Someone used force and showed a positive but it is negative from potential ene SCHWARZCHILD TIME DILATION Kinetic energy results in a time of 65.3 s and checked with tc and tc2π of 1.93 s.65.3 s divided by 1.93 s is about 33.83. The ratio of time does not yield clear Mass effects
The question of mass effect [34] in time dilation is examined next. The principles once looked at are about singularity. Condition one is if mv2 can be approachin Time and Light
In 'A small note on time dilation', Lorentz length contraction was shown. A unit of velocity can change the numerator to distance.If mass is independent with this form of distance, then inverse a form of mas Proof of Classical Momentum in Time Correction Eec = (m × (πAB)2) ÷ (tec2) Eec = mv2 P= (E) ÷ (v) P=mv
For both energy of special relativity and momentum, there is an inverse relationship with velocity of time correction. With momentum, there is an inverse relationship of velocity with time correction. As time
Heisenberg Uncertainty Principle and Time Correction
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Δtu = √ (m x D2r ÷ E) :The energy correction solution for time correction in is an approximate for velocity correction and Heisenberg Uncertainty Principle's Δt solution where the approximation of the ti COMPLEX UNCERTAINTY Max Born and Jordan worked on matrix operations to show complex variables as part of the commute. The Baryogeneisis CP commute of Sakharov is second order and is WEAK STATISTICS
Weak statistics also show parallel addition of like charges to make 0 charge. Equal number of spin states are possible so the addition or sum can add to 0 by 1/2, FLUX AND ANTIMATTER
:Flux=I/A=I/D2 :S=mv3 If velocity is the factor then the flux definition [3] works. :I ≈ mD2/tc2 * D3/tc :I /D2 ≈ Ec However if time is the factor, then I/V3 ≈ mD Discussion of Weak Statistics and Spin Statistics
Previously before the talk of the spin statistics or concurrently was the discovery and the use of the [4] cyclotron by Ernest Lawrence. He was given a Nobel for the discovery of antiprotons through it about Weak Statistics Some changes can involve the weak statistic where characteristics involve weak interaction or strong interaction [33]. (1) Strong interaction and time correction Space without Time
Operators separated in space with imaginary association for time will not differ yet differ. One cannot create space and separate space and create order to separa Weak Statistics and New Fock Space
The justification of the problem of rotation [27] of the spin statistics (wikipedia)can be shown for the problem of Euler formula. Roger Cotes had a clue to a rel Weak Statistics Added - Weak statistics is the n=0 rule with parallel summation. - Weak Statistics is the Cos-1(V2pi/Vmax)+Sin-1(V2pi/Vmax)=90 (weak Interaction) - Interaction of Weak Spin Statistics
Spin statistic depends on linear time hence, R xT = D. (D1,D2) = (D2,D1) slope =(D1,D2)/ (D2,D1) = 1. (D1,D2) = (D2,D1) slope = (D1,D2)/ (D2,D1) = 1 [6] and a bigger velocity squared gap shows more e Spin Statistic for Time Correction
A Minor Point on Spin Statistic is done for linear statistic of time correction. Additionally, the assumption (known as micro-causality) that space like separated Effective Theorem
Spin statistics theorem is made by Swiss physicist Markus Fiery during 1939. The Wolfgang Pauli during 1940 stated the integer spin for Fermions to be 1/2 and Bos Problem Warnings of Wormholes and Dr Kaku
This means that in relativity, the product of the free real spin-0 field has a nonzero vacuum expectation value is a characteristic of worm holes which may be tim A small note on M String Theory Forces On the question of certain forces, there can be some light for the string theory [41]. The types of forces known as A) gravity B) Strong forces C) weak forces D)
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Duality
The nature of light as a particle and wave can be seen here. One aspect is duality. To conserve the ether is more with respect to the heavens. 'The remarkable feature about these equations is that they re
Momentum, λp,and Wave Nature
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The λp[5] transformation a precursor to λc which includes time correction as a principle shows the wave transformation supports the inverse relationship of time a
Time Correction and New Formulation for Energy and Principal Quantum Number
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A proof of special relativity based on wavelength based momentum λc and Energy correction Eec involving the principal quantum number(related to the distance from origin D ~ n can be transformed with P(X) = X ÷ (1 + X). P(Y) ~ Q = 1 − P Q = 1 − (X ÷ (1+ X)) Q = 1 ÷ (1 + X) P(X U Y) = X ÷ (1 + X) + 1 ÷ (1 + X) P(X U Y) = 1
Hence, this probability is 1 [4] for mutually exclusive events. If it were 0 then one might suggest uncertainty is a mutually exclusive relationship. Two possibilities can't be the same because the probability m Energy and Probability
First as stated P(m) times mass and derivative with respect to velocity results in special relativity. Next, for infinite mass energy can be formulated as mv2-imv0 where i and o approach from 1 to infinity [5] Dirac Relativistic Equation, Time, Bose-Einstein Condensate,Photoelectric Effect, and Energy
AS Paul Dirac worked out, Per the Hamiltonian equation another energy equation can be formed. It can be the sum of mv2 and three iteration sum of the energy equation. With the total energy equation, a A) H = √ (mv2 + 3 mv2 +mv +3 mv3)
However, the derivative with respect to velocity for the sum of the latter term is the velocity itself (AJST 2013). The relation with energy total for the Hamiltonian will be if independent equation B else equat B) H = √ (mv2 )2 -2m2v3 +(mv)2) C) H = √ (mv2 )2 -m2v3 +(mv)2)
Hyper parabolic shapes of elliptical momentum where elliptical relativity of lambda of Agravat shows a hyper-parabolic plot (in figure 1 [9]) compared to degenerate energy levels [14] compared to paraboli Photo-electric Effect,PR,and Time correction of Momentum
The experiment here [46]‘Photoelectric polarization-sensitive broadband photoresponse from interface junction states in graphene’ of the photoelectric effect is challenged to a momentum relation of time c De Broglie Waves and Energy Correction
A new challenge must now be met to understand energy [8]and the concept of waves. This method comes from the proofs of the Herz law and De Broglie wave. First the De Broglie waves which is fundam Electric Fields and Energy
In general a field is the Force divided by charge. The discussion here is the electric field for time correction inverse. The possibility of antimatter arises from either ionization or negative energy. The short ro E ~ 1/tc(√-mk/D) E ~ (√-kmv/D) E ~ mvn/√D ~ mvn/√n E ~ hnu/√D ~ hnu/√n Proof of Electric Field and Magnetic Field a)E= -mD/Qtc2 and D~-1. :b)F= E*q :c) F= = -mD/Qtc2*q == -mD/t c2 :d)B = F/q*v :e) B = F/q*v =-mD/tc2 *(1/qv) ==-mD/qvtc2 ~ Electric field/v :f) B = Electric field/v :g) E/B ~ v = mD/Qv tc2 / -mD/Qv t Centripetal Effect and General Relativity
The consideration of centripetal effect is about the energy or momentum of two iterations of the total energy equation of can come and produce for dark matter 2mv2 -2mv conditional on time. The conditi E (Gmv) ~ -8 π(Gm TmvE / (V4)
The linear rate law con occur with the 0.5C transform instead [28] of T=2L/V to the R xT=D with L as distance and (2pir) or (piAB) as distance in time correction. The 0.5C ( in place of c) factor can more th Gmv=128 π GmTmv/c4 Time Dilation and Simple Harmonic Oscillator
The simple harmonic oscillator [34] may be modified to work with time correction. The γ will be 1 from the slow or negative speed of -6.57 E-6 km/s enough to do shocks with time dilation of Einstein-Loren ΔT(S.H.O.)=tω / (√1−(Vω / c))2 Sin−1(D1 / D2)+Cos−1(D1/ D2) > 900 Sin−1(D2 / D1)+Cos−1(D2 / D1) > 900 Minkowski Diagram
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Speed multiplied to time dilation will yield [34] more momentum. When this scenario speed of time dilation and time difference may look similar. It is comparable to Minkowski diagram. Part of the diagram i C*ti =V2 *ti +V3 *ti C*ti ` =V2 *ti ` +V3 *ti ` C*ti `` =V2 *ti `` +V3 *ti ``
Centripetal Effect
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The collisions may be observed from the total energy equation and changes. Equation (A) contains the term Newtons and yank. Equation (B) is the error term of energy relevant to total energy and centrip YANK and GR Energy correction in the form of mv2t2c is what can happen like a yank. Ec≈mD2t2c and when time is effected by the centripetal effect and force. One can have Etot(r)≈mv/t−4mv/t2c . The energy of general Dielectric Field and changes A general phenomenon known as material dispersion: a frequency-dependent response of a medium for wave propagation. When the frequency becomes higher: dipolar polarization can no longer follow
The problem of a particle's position and momentum is measured, the less one can know with more precision is mis-understood. The more precisely one measures one parameter does not m ==References== 1. ↑ [55] 2. ↑ [54] 3. ↑ [54] 4. ↑ [55] 5. ↑ [19] 6. ↑ [33] 7. ↑ [54] 8. ↑ [54] 9. ↑ [54] 10. ↑ [54] [1] Special Relativity http://www.fourmilab.ch/etexts/einstein/specrel/www/ [2] Proper Time Proper time [3] Agravat, Manoj (2011). Formulas Calculating Risk Estimates and Testing for Effect Modification and Confounding. http://www.lexjansen.com/pharmasug/2011/sp/pharmasug-2011-sp03.pdf
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