Intelligent banknote distribution method and system
A banknote dispensing and intelligent technology, applied in the field of data processing, can solve problems such as the occupation of interest-free assets, reduce cash income, increase cash management risks, etc., and achieve the effects of improving prediction accuracy, reasonable banknote distribution scheme, and reasonable prediction results.
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Embodiment 1
[0080] Take two situations in a network as an example:
[0081] The first case: the real value is 1 million, the predicted value is 900,000, and the gap between them is 100,000.
[0082] The second case: the actual value is 1 million, the predicted value is 1.2 million, and the gap between them is 200,000.
[0083] If you directly compare the difference between the actual value and the predicted value, the first prediction is only 100,000 worse, and the second is 200,000 worse, then the first prediction is good; but considering the actual situation, the first In this case, when preparing 900,000 yuan for outlets, because the outlets have less prepared 100,000 cash, some customers cannot withdraw money due to insufficient cash reserves at the outlets, which may cause customer complaints and complaints. Compared with this loss, outlets are more willing to choose the first one. Two situations. The present invention can comprehensively evaluate which situation is better through ...
Embodiment 2
[0085] Take the three situations that occur in a certain network as an example:
[0086] The first case: the real value is 1 million, the predicted value is 900,000, and the gap between them is 100,000.
[0087] The second case: the actual value is 1 million, the predicted value is 1.2 million, and the gap between them is 200,000.
[0088] The third case: the actual value is 1 million, the predicted value is 1 million, and the gap between them is 0 million.
[0089] Use the formulas (1), (2), and (3) to calculate the coverage rate C, utilization rate U, and evaluation value F in the three cases respectively; set β=1. in,
[0090] In the first case: C 1 = 0, f 1 = 0;
[0091] In the second case: C 2 = 1,
[0092] In the third case: C 3 = 1, f 3 = 1;
[0093] It can be seen that the best is the third case (F 3 >F 2 >F 1 ), it can be seen more intuitively that the predicted value and the actual value are the same, both being 1 million, which satisfies the user'...
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