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==Young Earth Creation Science solution==

==Young Earth Creation Science solution==

[[John Hartnett]], in ''[[Starlight, Time and the New Physics]],''<ref name=Hartnett>Hartnett, John. ''[[Starlight, Time and the New Physics]]''. Creation Book Publishers, 2007. ISBN 9780949906687.</ref> reminds his readers that Moshe Carmeli first formed a new model, called [[Cosmological Relativity]], and through this model predicted that the universe would in fact appear to be accelerating. He made this prediction in 1996, ''two years before'' the publication of the Type Ia supernova data and the introduction of the idea of "dark energy" into cosmological discussions. In making this prediction, Carmeli ''did not'' invoke either dark energy or dark matter.

[[John Hartnett]], in ''[[Starlight, Time and the New Physics]],''<ref name=Hartnett>Hartnett, John. ''[[Starlight, Time and the New Physics]]''. Creation Book Publishers, 2007. ISBN 9780949906687.</ref> reminds his readers that [[Moshe Carmeli]] first formed a new model, called [[Cosmological Relativity]], and through this model predicted that the universe would in fact appear to be accelerating. He made this prediction in 1996, ''two years before'' the publication of the Type Ia supernova data and the introduction of the idea of "dark energy" into cosmological discussions. In making this prediction, Carmeli ''did not'' invoke either dark energy or dark matter.

Hartnett extended Carmeli's model and discarded several assumptions that Carmeli initially had thought were safe. This included the assumption that the matter density of the universe is at the critical level for a "coasting" universe.

Hartnett extended Carmeli's model and discarded several assumptions that Carmeli initially had thought were safe. This included the assumption that the matter density of the universe is at the critical level for a "coasting" universe.

The full derivation of Hartnett's field equation that describes the motion of far-off objects is included in Appendix 2 of his book. Briefly, Hartnett begins with Moshe Carmeli's [[Cosmological Relativity]], which adds a dimension of the radial velocity of a far-off object to the Einsteinian dimensions of space and time. This radial velocity is related to the distance of the object by this equation:

The full derivation of Hartnett's field equation that describes the motion of far-off objects is included in Appendix 2 of his book. Briefly, Hartnett begins with [[Moshe Carmeli]]'s [[Cosmological Relativity]], which adds a dimension of the radial velocity of a far-off object to the Einsteinian dimensions of space and time. This radial velocity is related to the distance of the object by this equation:

<math>v = \bigg( \frac{1}{\tau} \bigg) r</math>

<math>v = \bigg( \frac{1}{\tau} \bigg) r</math>