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). Mass, velocity, energy and time in simple terms can be explained by a 2pi correction method.
<!--[if !supportLists]-->1) <!--[endif]-->sqrt(m)*c=D/T*(sqrt(m))
<!--[if !supportLists]-->2) <!--[endif]-->Square both sides and mc2 ~ m*D2/T2
<!--[if !supportLists]-->3) <!--[endif]-->Finally mc2 ~ mc2
While Einstein explained that time may be related to an inertia time frame and there is no absolute time frame and time can be a parameter. There are simple relationships that are involved in Time, Correction, Energy and Momentum to begin with. The concept of proper time can be a useful concept as well as Lorentz’s work with Einstein and the experiment at CERN and the OPERA experiment stimulated research. From information regarding how much time is involved to finish a 730.085 km journey for neutrinos, velocity may be measured leading to discussions. The speed of neutrinos was shown that it was still below the speed of light as Einstein suggested .With respect dark matter out numbers visible matter 5 to 1 (Carroll 2011) which makes the proporties of dark matter more important.
Time Correction Relationships
Vc = (D) ÷ (Tc) where D = 2πr.
t = (2πr) ÷ (c)
v2 = (2πr)2 ÷ (t2)
v = (2πr) ÷ (t)
E = m × v2
Ec = (m × (2πr)2) ÷ (tc2)
Ec = (m × (D)2) ÷ (tc2)
The definition of time correction can prove photoelectric effect. The parameters of time and λ by time correction allows the proof of photoelectric effect and De Broglie relation to help demonstrate that proof of E=mv2 and Eec= m × D2 ÷ tc2. Time correction subsequently follows the equation of special relativity (potentially not over all time).
Eec = (m × (2πr)2) ÷ (tc2)
t 2 = (m (2πr) 2) ÷ (E)
t = √ ((htd) ÷ (λ) ÷ (hc) ÷ (λ))
(1) ÷ (c) =(P) ÷ (E)
Likewise, momentum can also follow with this simple proof.
Eec = (m × (πAB)2) ÷ (tc2)
Eec = mv2
P= (E) ÷ (v)
Inverse Relationship of Time and Velocity to Energy
Angular momentum, or time correction, plotted results in an organized and stack image of energy. In addition, time is showing an inverse relation ship to energy (Agravat 2013) which is supported by the Kauffman, Bucherer, Neumann experiment explaing the E/m relationship is showing an increase for decrease in velocity (Hecht 2009).
The plot of a hypergeometric function in an infinite series, Agravat series, is showing an decrease in velocity. One may infer than perhaps then the decrease in velocity will result in an increase in energy due to hypergeometric forces. The assumption may be that f(z) ~ c or speed and mass is ~ y in the transformation of E=mc2. The fifth Agravat series (Agravat 2011) is:
 Agravat, Manoj B MPH (A). Time Correction, Energy and Momentum . Science Journal of Physics. Volume 2012,Article ID sjp-111, 13 Pages, 2012. doi: 10.7237/sjp.
 Agravat, Manoj B MPH , New Methods for time Correction of Energy, Momentum, and Heisenberg Uncertainty Principle, Asian Journal of Science and Technology , Vol. 4, Issue 5, Pages 59-66, 2013 , http://journalajst.com/sites/default/files/1214.pdf .
 Agravat, Manoj (2011). Formulas Calculating Risk Estimates and Testing for Effect Modification and Confounding.
 Hecht, Eugene. Einstein on Mass and Energy. American Journal of Physics (77):9. September 2009.
 Carroll, Sean. Faster than Light Neutrinos (2011).
 Special Relativity http://www.fourmilab.ch/etexts/einstein/specrel/www/
 Agravat, Manoj B MPH , New Time Dilation, Time Correction, Photoelectric Effect, De Broglie Equation, and Hypotenuse Axiom Method. Asian Journal of Science and Technology,2014