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→‎Curl of the gravitaional field: You take a narrow view of the significance of a "conservative field." Independent physical attributes should remain path-independent as well for the field to be c
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:::::: Well, in Newtonian mechanics, the gravitational field is indeed conservative -- it's the negative gradient of the gravitational potential!  But what this means is that gravitational potential energy is path-independent: it doesn't say anything about path-independence any other quantities, and in particular it's not the reason for the path-independence of age.  --[[User:KyleT|KyleT]] 15:00, 2 August 2010 (EDT)
 
:::::: Well, in Newtonian mechanics, the gravitational field is indeed conservative -- it's the negative gradient of the gravitational potential!  But what this means is that gravitational potential energy is path-independent: it doesn't say anything about path-independence any other quantities, and in particular it's not the reason for the path-independence of age.  --[[User:KyleT|KyleT]] 15:00, 2 August 2010 (EDT)
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::::::: You take a narrow view of the significance of a "conservative field."  Independent physical attributes should remain path-independent as well for the field to be conservative.  In Newtonian mechanics and most other physical force fields, they do.--[[User:Aschlafly|Andy Schlafly]] 15:41, 2 August 2010 (EDT)
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