遇见数据集

Modelled estimates of recent births

收藏
data.europa2024-07-11 更新2024-07-03 收录
官方服务:

资源简介:

Modelled estimates of annual live births by year ending date. Official birth estimates from ONS are considered very accurate, but the lag between the end of the period covered and the publication of estimates is typically 9-12 months. To gain a more timely indication of birth trends, the GLA Demography team produces modelled estimates of annual births based on counts of infants registered with GP practices. Modelled birth estimates can be produced with the same frequency and latency that [NHS Digital](https://digital.nhs.uk/data-and-information/publications/statistical/patients-registered-at-a-gp-practice) publishes patient count data - currently this is monthly and with a lag of 1-2 weeks. The approach used to generate the modelled birth estimates was originally described in this [2016 technical note](https://data.london.gov.uk/dataset/estimating-births-using-gp-registration-data). The methodology relies on the correlation between the count of persons age 0 (i.e. yet to reach their first birthday) on the patient register and resident in an area with the number of births that have taken place in that area over the preceding year. The data used to create these modelled birth estimates are: 1. [Modelled estimates of patient counts by age, sex, and local authority of residence](https://data.london.gov.uk/dataset/patients-registered-at-a-gp-practice) 2. [Official estimates of annual live births by local authority of residence](https://data.london.gov.uk/dataset/birth-estimates) A respository of the code used to generate the modelled birth estimates is [available on GitHub](https://github.com/Greater-London-Authority/nowcast-birth-estimates). The repository's ReadMe provides more information about the methodology used to produce the estimates as well as a summary analysis of their past accuracy. The outputs cover a range of geographies in England. Data for London show that annual births in London are predicted to have declined since the last official estimate, a continuation of recent trends in the official estimates. ![](data:image/png;base64,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) Within London there is variation in how annual births are predicted to have changed since the latest official estimates. The majority of boroughs show a decrease in annual births over the period of predicted data. Some boroughs do not follow the overall London trend and instead show an increase in annual births. The map below shows the percentage change between the latest official births estimates (01 Jan 2023) and the latest GLA modelled births estimate (01 Jul 2024) for London Boroughs. ![](data:image/png;base64,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) File contents ------------- Files containing the outputs from this modelling process are available for download below. The downloads contain official ONS annual births estimates between 01 Jul 1992 and 01 Jan 2023, interpolated estimates at monthly intervals between official estimates, and predictions of annual births up to 01 Jul 2024. Predicted data are given alongside the upper and lower bounds of the 95% prediction interval. The data are given for local authority districts, regions, country, and international territorial levels ITL2 in England using 2021 census boundaries. These data are not currently split by sex. The following are example rows to show the format of the csv data file downloads. actual\_and\_predicted_births.csv gss_code gss_name geography sex date type annual_births interval_lower interval_upper … … … … … … … … … E09000028 Southwark LAD21 persons 2022-12-01 interpolated 3448.9 NA NA E09000028 Southwark LAD21 persons 2023-01-01 actual 3393 NA NA E09000028 Southwark LAD21 persons 2023-02-01 predicted 3440.2 3363.4 3516.9 … … … … … … … … … E09000028 Southwark LAD21 persons 2024-07-01 predicted 3358.3 3263.2 3453.4 birth\_gp\_ratios.csv gss_code gss_name geography sex date ratio ratio_lower ratio_upper ratio_type gp_count actual_births … … … … … … … … … … … E09000028 Southwark LAD21 persons 2022-12-01 1.102 NA NA interpolated 3130.3 NA E09000028 Southwark LAD21 persons 2023-01-01 1.105 NA NA actual 3070 3393 E09000028 Southwark LAD21 persons 2023-02-01 1.104 1.08 1.129 predicted 3115.1 NA … … … … … … … … … … … E09000028 Southwark LAD21 persons 2025-07-01 1.1 1.064 1.137 predicted NA NA The plots.zip download contains png files of plots showing the actual and predicted annual births for each geographic area in the same format as the actual and predicted annual live births plot for London above. There are 3 plots for each different area which give different starting dates for the official estimates backseries to span a total of either 5, 10 or 15 years.

以统计截止日期为节点的年度活产数建模估计值。 英国国家统计局(ONS, Office for National Statistics)发布的官方出生估计数据被公认为精度极高,但从统计周期结束到估计数据正式发布通常存在9至12个月的滞后。为了更及时地掌握出生人口趋势,大伦敦管理局(GLA, Greater London Authority)人口统计团队基于全科医生(GP, General Practitioner)诊所注册的婴儿登记数量,构建了年度出生数的建模估计值。此类建模出生估计的生成频率与[NHS Digital](https://digital.nhs.uk/data-and-information/publications/statistical/patients-registered-at-a-gp-practice)发布的患者计数数据保持一致——目前为月度更新,数据滞后时长为1至2周。 用于生成该建模出生估计值的方法最初在[2016年技术报告](https://data.london.gov.uk/dataset/estimating-births-using-gp-registration-data)中进行了详细阐述。该方法论基于患者登记系统中0岁人群(即尚未年满一周岁的婴幼儿)的数量,与对应区域上一年度实际出生人口数之间的相关性建立模型。 用于创建上述建模出生估计值的原始数据包括: 1. [按年龄、性别及居住行政区划分的患者数建模估计值](https://data.london.gov.uk/dataset/patients-registered-at-a-gp-practice) 2. [按居住行政区划分的年度活产官方估计值](https://data.london.gov.uk/dataset/birth-estimates) 用于生成建模出生估计值的代码仓库已在[GitHub](https://github.com/Greater-London-Authority/nowcast-birth-estimates)公开。该仓库的README文件提供了更多关于估计值生成方法的细节,以及过往估计精度的汇总分析报告。 本次输出结果覆盖英格兰范围内的多种地理单元。伦敦区域的数据显示,自上一次官方估计发布以来,伦敦的年度出生数预计呈下降趋势,这与官方统计中近期的整体变动趋势一致。 在伦敦内部,不同行政区的年度出生数预计变化情况存在显著差异。大部分行政区的年度出生数在本次预测覆盖的时间段内有所下降,但仍有部分行政区并未遵循伦敦整体趋势,反而呈现年度出生数上升的态势。下图展示了伦敦各行政区最新官方出生估计(2023年1月1日)与最新GLA建模出生估计(2024年7月1日)之间的百分比变化。 **文件说明** 用户可通过以下链接下载包含本次建模流程输出结果的完整数据集。 下载包中包含1992年7月1日至2023年1月1日的英国国家统计局年度出生官方估计数据、官方估计值之间的月度插值估计结果,以及截至2024年7月1日的年度出生数预测结果。所有预测数据均附带95%预测区间的上下边界值。 数据以2021年英国人口普查的地理边界为基准,按地方政府行政区(LAD21)、区域、国家以及国际 territorial levels ITL2 等层级进行分类提供。 目前该数据集暂未按性别维度进行拆分。 以下为csv数据文件下载包的示例行格式: ### `actual_and_predicted_births.csv` csv gss_code,gss_name,geography,sex,date,type,annual_births,interval_lower,interval_upper ...,...,...,...,...,...,...,...,... E09000028,Southwark,LAD21,persons,2022-12-01,interpolated,3448.9,NA,NA E09000028,Southwark,LAD21,persons,2023-01-01,actual,3393,NA,NA E09000028,Southwark,LAD21,persons,2023-02-01,predicted,3440.2,3363.4,3516.9 ...,...,...,...,...,...,...,...,... E09000028,Southwark,LAD21,persons,2024-07-01,predicted,3358.3,3263.2,3453.4 ### `birth_gp_ratios.csv` csv gss_code,gss_name,geography,sex,date,ratio,ratio_lower,ratio_upper,ratio_type,gp_count,actual_births ...,...,...,...,...,...,...,...,...,...,... E09000028,Southwark,LAD21,persons,2022-12-01,1.102,NA,NA,interpolated,3130.3,NA E09000028,Southwark,LAD21,persons,2023-01-01,1.105,NA,NA,actual,3070,3393 E09000028,Southwark,LAD21,persons,2023-02-01,1.104,1.08,1.129,predicted,3115.1,NA ...,...,...,...,...,...,...,...,...,...,... E09000028,Southwark,LAD21,persons,2025-07-01,1.1,1.064,1.137,predicted,NA,NA `plots.zip` 下载包中包含各地理单元的实际与预测年度出生数折线图PNG文件,格式与上文展示的伦敦实际及预测年度活产数图表一致。每个地理单元对应3张图表,分别以5年、10年、15年为官方估计序列的起始时间跨度,覆盖不同长度的历史数据窗口。

创建时间:
2022-10-26
二维码
社区交流群
二维码
科研交流群
商业服务