Some researchers argue that total energy is zero when adding all positive and negative energy. This is a Lagrangian type concept tending toward flat space by minimizing the action S in a time integral. Lagrangian is zero when potential energy T including gravity and kinetic energy V are equally partitioned and there is zero action. L = V - T

Lagrangian is not conserved in general. Hamiltonian is conserved within limits of uncertainty. In the Hamiltonian all energy is added together as positive. H = V + T

Conserving Hamiltonian does not support the concept of zero total energy in the universe. What remains for producing energy is the uncertainty of H. In general researchers might expect positive and negative uncertainties of H to cancel out over time. This is generally true of random processes governed by the second law of thermodynamics.

Erwin Schrödinger in the book What is Life demonstrated that localized entropy could decrease in non random processes governed by the third law of thermodynamics. Some such processes are found in magnifying glasses, parabolic reflectors, and gravitational lenses. In such cases uncertainties allow total energy to increase by a tiny fraction for a limited time. This is not significant energy gain in the life time of a universe.

A concept of many universes in sequence is promoted by Roger Penrose and others using faint patterns of temperature differences in the CMB. The possibility of almost no energy gained in almost infinite number of universes leads to a chance of accumulating the observed Hamiltonian within conventional science.

A related question in another thread, but abstract in math, a zero multiplied by infinity may be zero, infinite, or finite depending on how the zero and infinity were developed and approached.

Other researchers have shown how to derive gravity from uncertainty. In principle the uncertainty can be used to derive any physical quantity if the required answer is known in advance.

Maybe researchers have other ways to originate the observed universe energy.

How Does Energy Originate?

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