摘要：In the highest total fraction, how many can be at most, the number of uncutanti-high shrinkage fgsx order reduction factors, and t

"Five Chapters"

Section 5 3.

In the highest total fraction, the number of uncut anti-high shrinkage fgsx order reduction factors

In the highest total fraction, how many can be at most, the number of uncut anti-high shrinkage fgsx order reduction factors , and the size of its end-order total field, and the even midpoint X, the end-order total It is related to the ratio of dividing the digital field into positive and negative parts.

The greater the ny value of the end-point order total field , the larger its order field. The even midpoint​​​​​​​​​ The greater the number of anti-high-shrinking fgsx order reduction factors , and vice versa.

The larger the ny value of segment B is, the closer segment B2 is to →0, and the closer segment B1 is to ≌ segment B. Segment B1 in segment B , which is in the same position vertically and between columns, contains the number of consecutive anti-high-definition fgsx order fields , which is the number of uncut anti-high-definition fgsx order reduction factors of the highest full-form fraction .

Then set the adjacent and continuous inverse high-shrink fgsx order fields that are higher than the B segment:

C segment, D segment, E segment, F segment , ..., the ny minimum extreme value arrangement order, (in order to obtain the most fgsx factor reduction)

Still, 1 , 2 , 1 , 2 , 1 , 2 , 1 , 2 , 1 ,..., the order relationship,

The number of ny values ​​with the bottom line still represents the number of ny values ​​of the fgsx order factor at the inverse high-shrinking order position .

Segment C is still its first anti-high shrinkage fgsx order field .

Looking at the diagram, ny = the highest full-form fraction of order 5. The B1 segment of the end section is close to the B segment . On its even numbered forward and reverse bidirectional number axis segments, the largest number of uncut inverse high shrinkage fgsx order shrinkage factors is produced. quantity,

The various letters in the picture represent,

Lowercase: a, b , c , d , e , f , g ,..., are still the endpoints of each order field ,

c , d , e , f , g ,..., are its fgsx cutting point G respectively ;

Capital letters: A, ( B1 + B2 ) = B , C , D , E , F , ..., are still their full order fields .

C , D , E , F , ..., are their uncut anti-high shrinkage fgsx full-order degree field reduction factors.

set up:

End section, the stage of section B1 ≌ section B n y=5,

Because B1段：ny =5> 4 =( ny= 1、+ ny= 2、+ ny =1 )

so,

Section C , Section D , and Section E can become the highest full-form fraction A section , with three anti-high-shrinkage fgsx order reduction factors;

The three endpoints c , d , and e can respectively become the inverse high-shrink fgsx cutting point G of the end segment ( segment B1 ) .

In order to know the relationship between the ny total value of the inverse high-reduction fgsx order of the highest full-form fraction and the ny value of the end-order full field , and also for the convenience of calculation, the highest full-form fraction has The number of non-cut anti-high shrinkage fgsx order reduction factors can be calculated as follows.

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