Maybe you misread the question. Please try again:
If I run a race in 10 seconds and you have a clock that erroneously runs half as fast as it should, how much time will your clock say it took to complete the race?
You can disagree all you like, but until you become the one who gets to write the definition, you'll just stay wrong.
Are you aware of the fact that GPS clocks are
pre-calibrated to run at a different rate than earth-based clocks? They mostly keep synchronized
without corrections because the different pre-programmed tick rate enables them to avoid deviation.
You've claimed "I proved frequency changes in a gravitational field...."
Please state what "frequency" and how it is proven. Because this is critical. GPS clocks don't need daily correction of 38 ms because scientists were able to calculate the rate difference.
How? You say this is an "error". What, exactly is the error and how is it manifest so that it can be pre-calculated? How was it discovered? You need to explain this "frequency" error you are claiming.
Edit: and this is neither here nor there, but you may be interested to know:
http://en.wikipedia.org/wiki/Global_Positioning_System#Timekeeping
Perhaps more importantly; are you aware that the earth's orbit is not perfectly consistent/stable and thus the length of the year varies by quite a considerable amount?