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发表于 2020-7-20 11:30
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今天是2020-07-20日,以今天日期的百倍、千倍为随机偶数的连续偶数的素对下界数量的计算示例:
G(2020072000) = 4278689;
inf( 2020072000 )≈ 4249884.6 , Δ≈-0.006732,infS(m) = 3187413.48 , k(m)= 1.33333
G(2020072002) = 7016677;
inf( 2020072002 )≈ 6970567.3 , Δ≈-0.006571,infS(m) = 3187413.48 , k(m)= 2.1869
G(2020072004) = 3208920;
inf( 2020072004 )≈ 3187413.5 , Δ≈-0.006702,infS(m) = 3187413.48 , k(m)= 1
G(2020072006) = 3208083;
inf( 2020072006 )≈ 3187614.5 , Δ≈-0.006380,infS(m) = 3187413.49 , k(m)= 1.00006
G(2020072008) = 6418564;
inf( 2020072008 )≈ 6376801.1 , Δ≈-0.006507,infS(m) = 3187413.49 , k(m)= 2.00062
G(2020072010) = 4751335;
inf( 2020072010 )≈ 4722094.1 , Δ≈-0.006154,infS(m) = 3187413.49 , k(m)= 1.48148
G(2020072012) = 3858371;
inf( 2020072012 )≈ 3833121.8 , Δ≈-0.006544,infS(m) = 3187413.5 , k(m)= 1.20258
G(2020072014) = 6722469;
inf( 2020072014 )≈ 6678390.2 , Δ≈-0.006557,infS(m) = 3187413.5 , k(m)= 2.09524
G(2020072016) = 3207185;
inf( 2020072016 )≈ 3187413.5 , Δ≈-0.006165,infS(m) = 3187413.5 , k(m)= 1
G(2020072018) = 3208731;
inf( 2020072018 )≈ 3187413.5 , Δ≈-0.006644,infS(m) = 3187413.51 , k(m)= 1
G(2020072020) = 9059041;
inf( 2020072020 )≈ 8999755.8 , Δ≈-0.006544,infS(m) = 3187413.51 , k(m)= 2.82353
G(2020072022) = 3421962;
inf( 2020072022 )≈ 3399907.8 , Δ≈-0.006445,infS(m) = 3187413.51 , k(m)= 1.06667
time start =10:18:02 ,time end =10:18:55 ,time use =
G(20200720000) = 34525894;
inf( 20200720000 )≈ 34499813.1 , Δ≈-0.0007554,infS(m) = 25874859.8 , k(m)= 1.33333
G(20200720002) = 54254841;
inf( 20200720002 )≈ 54222960.2 , Δ≈-0.0005876,infS(m) = 25874859.8 , k(m)= 2.09558
G(20200720004) = 25892472;
inf( 20200720004 )≈ 25874859.8 , Δ≈-0.0006802,infS(m) = 25874859.8 , k(m)= 1
G(20200720006) = 25887442;
inf( 20200720006 )≈ 25874859.8 , Δ≈-0.0004860,infS(m) = 25874859.81 , k(m)= 1
G(20200720008) = 66092233;
inf( 20200720008 )≈ 66055496.8 , Δ≈-0.0005558,infS(m) = 25874859.81 , k(m)= 2.55288
G(20200720010) = 36547646;
inf( 20200720010 )≈ 36529213.9 , Δ≈-0.0005043,infS(m) = 25874859.81 , k(m)= 1.41176
G(20200720012) = 29049163;
inf( 20200720012 )≈ 29033155.1 , Δ≈-0.0005511,infS(m) = 25874859.81 , k(m)= 1.12206
G(20200720014) = 51855147;
inf( 20200720014 )≈ 51826385.9 , Δ≈-0.0005546,infS(m) = 25874859.82 , k(m)= 2.00296
G(20200720016) = 28007478;
inf( 20200720016 )≈ 27988580.8 , Δ≈-0.0006747,infS(m) = 25874859.82 , k(m)= 1.08169
G(20200720018) = 25889234;
inf( 20200720018 )≈ 25878277.5 , Δ≈-0.0004232,infS(m) = 25874859.82 , k(m)= 1.00013
G(20200720020) = 75497162;
inf( 20200720020 )≈ 75449035.1 , Δ≈-0.0006375,infS(m) = 25874859.82 , k(m)= 2.91592
G(20200720022) = 32118275;
inf( 20200720022 )≈ 32100749.2 , Δ≈-0.0005457,infS(m) = 25874859.83 , k(m)= 1.24062
time start =10:19:07 ,time end =10:23:21 ,time use =
下界数量计算式:
inf( 2020072000 ) = 1/(1+ .148 )*( 2020072000 /2 -2)*p(m) ≈ 4249884.6
inf( 2020072002 ) = 1/(1+ .148 )*( 2020072002 /2 -2)*p(m) ≈ 6970567.3
inf( 2020072004 ) = 1/(1+ .148 )*( 2020072004 /2 -2)*p(m) ≈ 3187413.5
inf( 2020072006 ) = 1/(1+ .148 )*( 2020072006 /2 -2)*p(m) ≈ 3187614.5
inf( 2020072008 ) = 1/(1+ .148 )*( 2020072008 /2 -2)*p(m) ≈ 6376801.1
inf( 2020072010 ) = 1/(1+ .148 )*( 2020072010 /2 -2)*p(m) ≈ 4722094.1
inf( 2020072012 ) = 1/(1+ .148 )*( 2020072012 /2 -2)*p(m) ≈ 3833121.8
inf( 2020072014 ) = 1/(1+ .148 )*( 2020072014 /2 -2)*p(m) ≈ 6678390.2
inf( 2020072016 ) = 1/(1+ .148 )*( 2020072016 /2 -2)*p(m) ≈ 3187413.5
inf( 2020072018 ) = 1/(1+ .148 )*( 2020072018 /2 -2)*p(m) ≈ 3187413.5
inf( 2020072020 ) = 1/(1+ .148 )*( 2020072020 /2 -2)*p(m) ≈ 8999755.800000001
inf( 2020072022 ) = 1/(1+ .148 )*( 2020072022 /2 -2)*p(m) ≈ 3399907.8
inf( 20200720000 ) = 1/(1+ .1535 )*( 20200720000 /2 -2)*p(m) ≈ 34499813.1
inf( 20200720002 ) = 1/(1+ .1535 )*( 20200720002 /2 -2)*p(m) ≈ 54222960.2
inf( 20200720004 ) = 1/(1+ .1535 )*( 20200720004 /2 -2)*p(m) ≈ 25874859.8
inf( 20200720006 ) = 1/(1+ .1535 )*( 20200720006 /2 -2)*p(m) ≈ 25874859.8
inf( 20200720008 ) = 1/(1+ .1535 )*( 20200720008 /2 -2)*p(m) ≈ 66055496.8
inf( 20200720010 ) = 1/(1+ .1535 )*( 20200720010 /2 -2)*p(m) ≈ 36529213.9
inf( 20200720012 ) = 1/(1+ .1535 )*( 20200720012 /2 -2)*p(m) ≈ 29033155.1
inf( 20200720014 ) = 1/(1+ .1535 )*( 20200720014 /2 -2)*p(m) ≈ 51826385.9
inf( 20200720016 ) = 1/(1+ .1535 )*( 20200720016 /2 -2)*p(m) ≈ 27988580.8
inf( 20200720018 ) = 1/(1+ .1535 )*( 20200720018 /2 -2)*p(m) ≈ 25878277.5
inf( 20200720020 ) = 1/(1+ .1535 )*( 20200720020 /2 -2)*p(m) ≈ 75449035.09999999
inf( 20200720022 ) = 1/(1+ .1535 )*( 20200720022 /2 -2)*p(m) ≈ 32100749.2
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