Примери за използване на Symmetry debt на Английски и техните преводи на Български
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The charges of matter are the symmetry debts of light.
Symmetry debts in the form of charges are conserved through time, and may be paid at any future moment.
The charges of matter are the symmetry debts of light(Noether's Theorem.).
The two mechanisms are distinct but both are part of the gravitational conversion of space to time, connecting the quantum-mechanical aspect of gravitational charge(the temporal entropy-energy debt of particles)to the macroscopic aspect of gravitational flow(the spatial“location” symmetry debt of mass).
Gravitation is both a symmetry debt and an entropy debt, unique among the charges and their forces.
Charge conservation acts as the"credit card" of the Cosmos-"buy now, pay later",with gravity paying the entropy-interest on matter's symmetry debt by creating matter's time dimension via the annihilation of space.
Gravity is both a symmetry debt and an entropy debt of light, unique among the charges and their forces.
The gravitational field vanishes when mass vanishes,indicating retirement of the symmetry debt(as in the evaporation of“black holes” via Hawking's“quantum radiance”).
The charges of matter are the symmetry debts of light, and light's“non-local” distributional and metric symmetry is conserved through the“location” charge of gravitation, of which time is the active principle.
The gravitational field vanishes when mass vanishes,indicating the final retirement of the symmetry debt(as in the total evaporation of"black holes" via Hawking's"quantum radiance").
Because gravity bears both an entropy and a symmetry debt of light, its conservation role is carried out in two stages: 1 The immediate conservation of light's entropy by the creation of time(at any field strength, great or small);
A financial metaphor is perhaps usefully applied to the discussion of gravity's energy conservation role: In producing matter's time dimension,gravity only pays the"interest" on matter's symmetry debt, since the gravitational field is unaffected thereby(as on planet earth);
Gravity pays the entropy-"interest" on matter's symmetry debts by creating matter's time dimension via the annihilation of space, decelerating the spatial expansion of the Universe in consequence.
The two mechanisms are distinct but linked, and both are part of the gravitational conversion of space to time, connecting the quantum-mechanical aspect of gravitational charge(the entropy debt) to the macroscopic aspect of gravitational flow(the symmetry debt).
In converting bound to free energy gravity pays off the"principle" of matter's symmetry debt, since the gravitational field is reduced as mass is reduced(as in the Sun and stars).
Gravity pays off the“principle” on matter's symmetry debt by the conversion of bound to free energy in stars and via Hawking's“quantum radiance” of black holes- since the gravitational field is reduced as bound energy is reduced, and completely vanishes when mass and its associated symmetry debt completely vanishes.
This double conservation role is reflected in two different mechanisms, both of which convert space to time, one at the microscopic quantum level of charge- the entropy debt, involving time, causality, and energy conservation, andone at the macroscopic level of gravitational force- the symmetry debt, involving mass,"location" charge, and symmetry conservation.
Gravitation pays the interest on this"mortgage" or symmetry debt by creating matter's time dimension, taking the necessary energy from the spatial expansion of the Cosmos, which decelerates accordingly.
A financial metaphor is perhaps usefully applied to the discussion of gravity's energy conservation role: In producing matter's time dimension,gravity only pays the“interest” on matter's symmetry debt, since the gravitational field is unaffected thereby(as on planet earth), but in converting bound to free energy gravity pays off the“principle” of matter's symmetry debt, since the gravitational field is reduced as mass is reduced(as in the sun and stars).
Finally, we note that gravity(partially)repays the“location” symmetry debt of light by converting bound to free energy in stellar processes, and completely restores light's symmetry through Hawking's“quantum radiance” of black holes.
This indication is borne out andverified by the discovery that gravitation is indeed a symmetry debt of light, responding to and conserving the symmetry of light's"non-local" spatial distribution, a symmetry broken by the immobile concentrations of mass energy represented by matter(E= mcc).
Gravity's negative spatial entropy drive is associated with a symmetry debt- light's lost“non-local” metric and distributional symmetry- as reflected by the“location” charge of gravitation(Gm), which in the aggregate records the spacetime position, quantity, and density of immobile matter.
Matter carries the debt inthe form of“location” charge(Gm), but the source of the debt is the broken“non-local” symmetry of light(consequent upon the transformation of light to bound energy forms).
The two common examples of Noether's Theorem enforced in Nature- charge(and spin) conservation among the particles, and inertial andgravitational forces in the spacetime metric- are the more enlightening because the former is an example of symmetry conservation and debt repayment deferred indefinitely through time, while the latter is an example of raw energy conservation in which the debt must be paid immediately.
The gravitational restoration of bound to free energy in stellar processes andthe“quantum radiance” of black holes pays both the symmetry and the entropy debts of light, simultaneously.
The time charge breaks the metric symmetry condition of light's"zero Interval", while time's one-way intrinsic motion establishes the gravitational symmetry/entropy debt of bound energy.