有没有办法计算给定格里高利日期的广播年份和月份？
广告播出日历与常规日历的不同之处在于，每个月需要在星期一开始，在星期日结束，并且恰好有4或5周。您可以在此处阅读：http://en.wikipedia.org/wiki/Broadcast_calendar
这在电视广告中很常见，所以我猜有一个标准的数学公式，它使用日期函数的组合（周（），月（）等......）。
以下是格里高利和广播日期之间的映射示例：
| gregorian_date | broadcast_month | broadcast_year |
+----------------+-----------------+----------------+
| 2014-12-27 | 12 | 2014 |
| 2014-12-28 | 12 | 2014 |
| 2014-12-29 | 1 | 2015 |
| 2014-12-30 | 1 | 2015 |
| 2014-12-31 | 1 | 2015 |
| 2015-01-01 | 1 | 2015 |
| 2015-01-02 | 1 | 2015 |
以下是广播日历查找2015年的示例： http://www.rab.com/public/reports/BroadcastCalendar_2015.pdf
答案 0 :(得分：1)
据我所知，模式是格里高利月的第一个月总是在广播日历的第一周内，并且从上个月的任何日期都被提前到那个月以创建整周。在Excel中，您可以在单元格B2（上面的第一个广播月份）中使用以下公式来计算广播月份：
=MONTH(A2+(7-WEEKDAY(A2,2)))
同样，在单元格C2中：
=IF(AND(MONTH(A2)=12,B2=1),YEAR(A2)+1,YEAR(A2))
这将返回您放入数据集的任何日期的广播月份和年份。
希望有所帮助！
答案 1 :(得分：0)
month,first,last
2018_1,2018-01-01,2018-01-28
2018_2,2018-01-29,2018-02-25
2018_3,2018-02-26,2018-03-25
2018_4,2018-03-26,2018-04-29
2018_5,2018-04-30,2018-05-27
2018_6,2018-05-28,2018-06-24
2018_7,2018-06-25,2018-07-29
2018_8,2018-07-30,2018-08-26
2018_9,2018-08-27,2018-09-30
2018_10,2018-10-01,2018-10-28
2018_11,2018-10-29,2018-11-25
2018_12,2018-11-26,2018-12-30
2019_1,2018-12-31,2019-01-27
2019_2,2019-01-28,2019-02-24
2019_3,2019-02-25,2019-03-31
2019_4,2019-04-01,2019-04-28
2019_5,2019-04-29,2019-05-26
2019_6,2019-05-27,2019-06-30
2019_7,2019-07-01,2019-07-28
2019_8,2019-07-29,2019-08-25
2019_9,2019-08-26,2019-09-29
2019_10,2019-09-30,2019-10-27
2019_11,2019-10-28,2019-11-24
2019_12,2019-11-25,2019-12-29
2020_1,2019-12-30,2020-01-26
2020_2,2020-01-27,2020-02-23
2020_3,2020-02-24,2020-03-29
2020_4,2020-03-30,2020-04-26
2020_5,2020-04-27,2020-05-31
2020_6,2020-06-01,2020-06-28
2020_7,2020-06-29,2020-07-26
2020_8,2020-07-27,2020-08-30
2020_9,2020-08-31,2020-09-27
2020_10,2020-09-28,2020-10-25
2020_11,2020-10-26,2020-11-29
2020_12,2020-11-30,2020-12-27
2021_1,2020-12-28,2021-01-31
2021_2,2021-02-01,2021-02-28
2021_3,2021-03-01,2021-03-28
2021_4,2021-03-29,2021-04-25
2021_5,2021-04-26,2021-05-30
2021_6,2021-05-31,2021-06-27
2021_7,2021-06-28,2021-07-25
2021_8,2021-07-26,2021-08-29
2021_9,2021-08-30,2021-09-26
2021_10,2021-09-27,2021-10-31
2021_11,2021-11-01,2021-11-28
2021_12,2021-11-29,2021-12-26
2022_1,2021-12-27,2022-01-30
2022_2,2022-01-31,2022-02-27
2022_3,2022-02-28,2022-03-27
2022_4,2022-03-28,2022-04-24
2022_5,2022-04-25,2022-05-29
2022_6,2022-05-30,2022-06-26
2022_7,2022-06-27,2022-07-31
2022_8,2022-08-01,2022-08-28
2022_9,2022-08-29,2022-09-25
2022_10,2022-09-26,2022-10-30
2022_11,2022-10-31,2022-11-27
2022_12,2022-11-28,2022-12-25
2023_1,2022-12-26,2023-01-29
2023_2,2023-01-30,2023-02-26
2023_3,2023-02-27,2023-03-26
2023_4,2023-03-27,2023-04-30
2023_5,2023-05-01,2023-05-28
2023_6,2023-05-29,2023-06-25
2023_7,2023-06-26,2023-07-30
2023_8,2023-07-31,2023-08-27
2023_9,2023-08-28,2023-09-24
2023_10,2023-09-25,2023-10-29
2023_11,2023-10-30,2023-11-26
2023_12,2023-11-27,2023-12-31
2024_1,2024-01-01,2024-01-28
2024_2,2024-01-29,2024-02-25
2024_3,2024-02-26,2024-03-31
2024_4,2024-04-01,2024-04-28
2024_5,2024-04-29,2024-05-26
2024_6,2024-05-27,2024-06-30
2024_7,2024-07-01,2024-07-28
2024_8,2024-07-29,2024-08-25
2024_9,2024-08-26,2024-09-29
2024_10,2024-09-30,2024-10-27
2024_11,2024-10-28,2024-11-24
2024_12,2024-11-25,2024-12-29
2025_1,2024-12-30,2025-01-26
2025_2,2025-01-27,2025-02-23
2025_3,2025-02-24,2025-03-30
2025_4,2025-03-31,2025-04-27
2025_5,2025-04-28,2025-05-25
2025_6,2025-05-26,2025-06-29
2025_7,2025-06-30,2025-07-27
2025_8,2025-07-28,2025-08-31
2025_9,2025-09-01,2025-09-28
2025_10,2025-09-29,2025-10-26
2025_11,2025-10-27,2025-11-30
2025_12,2025-12-01,2025-12-28