The Demopædia Encyclopedia on Population is under heavy modernization and maintenance. Outputs could look bizarre, sorry for the temporary inconvenience

Multilingual Demographic Dictionary, second unified edition, English volume

Difference between revisions of "Graduation"

Multilingual Demographic Dictionary, second unified edition, English vol.
Jump to: navigation, search
(Etienne van de Walle et al., second 1982 edition)
 
(Eugen Grebenik et al., first edition 1958)
Line 1: Line 1:
<!--'''Graduation'''-->
+
<!--'''graduation'''-->
{{TextTerms|S=151|P=15|
+
{{TextTerms|S=151|P=15|Ed=I|CompleteIndexTerm=(GRADUATION)| content=
[[15#151|151]]-1 {{TofT|Lang=en|Ed=II|N=1|Te=Graduation}}
+
{{NewLineT|S=151|N=1}} {{
{{TofT|Lang=en|Ed=II|N=1|SubN=2|Te=Smoothing}}
+
TofT|Lang=en|Ed=I|N=1|Color=yes|Te=graduation}}{{
{{TofT|Lang=ar|Ed=II|N=1|Te=تدريجياً}}
+
TofT|Lang=en|Ed=I|N=1|SubN=2|Te=smoothing}}{{
{{TofT|Lang=ar|Ed=II|N=1|SubN=2|Te=تمهيداً}}
+
TofT|Lang=ar|Ed=I|N=1|Te=تدريج بياني (بيان)}}{{
{{TofT|Lang=cs|Ed=II|N=1|Te=Vyrovnání}}
+
TofT|Lang=ar|Ed=I|N=1|SubN=2|Te=تمهيد (تمهيد)}}{{
{{TofT|Lang=de|Ed=II|N=1|Te=Ausgeglichene Reihe}}
+
TofT|Lang=de|Ed=I|N=1|Color=yes|Te=ausgeglichene Reihe}}{{
{{TofT|Lang=de|Ed=II|N=1|SubN=2|Te=Geglättete Reihe}}
+
TofT|Lang=de|Ed=I|N=1|SubN=2|Te=Ausgleichung}}{{
{{TofT|Lang=de|Ed=II|N=1|SubN=3|Te=Ausgleichung}}
+
TofT|Lang=es|Ed=I|N=1|Te=ajustada}}{{
{{TofT|Lang=de|Ed=II|N=1|SubN=4|Te=Glättung}}
+
TofT|Lang=es|Ed=I|N=1|SubN=2|Te=ajuste}}{{
{{TofT|Lang=es|Ed=II|N=1|Te=Ajustada}}
+
TofT|Lang=fi|Ed=I|N=1|Color=yes|Te=tasoittaminen}}{{
{{TofT|Lang=es|Ed=II|N=1|SubN=2|Te=Ajuste}}
+
TofT|Lang=fr|Ed=I|N=1|Te=ajusté}}{{
{{TofT|Lang=es|Ed=II|N=1|SubN=3|Te=Suavizamiento}}
+
TofT|Lang=fr|Ed=I|N=1|SubN=2|Te=ajustement}}{{
{{TofT|Lang=et|Ed=II|N=1|Te=Tasandamiseks}}
+
TofT|Lang=fr|Ed=I|N=1|SubN=3|Te=lissage}}{{
{{TofT|Lang=fr|Ed=II|N=1|Te=Ajustée}}
+
TofT|Lang=it|Ed=I|N=1|Color=yes|Te=perequazione}}{{
{{TofT|Lang=fr|Ed=II|N=1|SubN=2|Te=Ajustement}}
+
TofT|Lang=it|Ed=I|N=1|SubN=2|Te=graduazione}}{{
{{TofT|Lang=fr|Ed=II|N=1|SubN=3|Te=Lissage}}
+
TofT|Lang=pl|Ed=I|N=1|Te=wartości wyrównane}}{{
{{TofT|Lang=ja|Ed=II|N=1|Te=補整}}
+
TofT|Lang=pl|Ed=I|N=1|SubN=2|Te=wyrównywanie}}{{
{{TofT|Lang=ru|Ed=II|N=1|Te=Выравнивание}}
+
TofT|Lang=pt|Ed=I|N=1|Color=yes|Te=PEREQUAÇÃO}}{{
{{TofT|Lang=ru|Ed=II|N=1|SubN=2|Te=Сглаживание}}
+
TofT|Lang=pt|Ed=I|N=1|SubN=2|Te=REGULARIZAÇÃO}}{{
{{TofT|Lang=zh|Ed=II|N=1|Te=修匀}}
+
TofT|Lang=ru|Ed=I|N=1|Te=Выравнивание}}{{
<br/>[[15#151|151]]-2 {{TofT|Lang=en|Ed=II|N=2|Te=Graphic graduation}}
+
TofT|Lang=ru|Ed=I|N=1|SubN=2|Te=Ряда сглаживание}}
{{TofT|Lang=ar|Ed=II|N=2|Te=تمهيد البياني}}
+
{{NewLineT|S=151|N=2}} {{
{{TofT|Lang=ar|Ed=II|N=2|SubN=2|Te=تدريج البياني}}
+
TofT|Lang=en|Ed=I|N=2|Color=yes|Te=graphic graduation}}{{
{{TofT|Lang=cs|Ed=II|N=2|Te=Grafické vyrovnání}}
+
TofT|Lang=ar|Ed=I|N=2|Te=تمهيد بياني (بيان)}}{{
{{TofT|Lang=de|Ed=II|N=2|Te=Graphischen Ausgleichung}}
+
TofT|Lang=ar|Ed=I|N=2|SubN=2|Te=تمهيد بياني (تمهيد)}}{{
{{TofT|Lang=es|Ed=II|N=2|Te=Ajuste gráfico}}
+
TofT|Lang=de|Ed=I|N=2|Color=yes|Te=graphische Ausgleichung}}{{
{{TofT|Lang=et|Ed=II|N=2|Te=Graafilisest tasandamisest}}
+
TofT|Lang=es|Ed=I|N=2|Te=ajuste gráfico}}{{
{{TofT|Lang=et|Ed=II|N=2|SubN=2|Te=Visuaalsest tasandamisest}}
+
TofT|Lang=fi|Ed=I|N=2|Color=yes|Te=graafinen tasoittaminen}}{{
{{TofT|Lang=fr|Ed=II|N=2|Te=Ajustement graphique}}
+
TofT|Lang=fr|Ed=I|N=2|Te=ajustement graphique}}{{
{{TofT|Lang=ja|Ed=II|N=2|Te=グラフ補整}}
+
TofT|Lang=it|Ed=I|N=2|Color=yes|Te=perequazione grafica}}{{
{{TofT|Lang=ru|Ed=II|N=2|Te=Графическим выравниванием}}
+
TofT|Lang=pl|Ed=I|N=2|Te=wyrównywanie graficzne}}{{
{{TofT|Lang=zh|Ed=II|N=2|Te=Smoothing}}
+
TofT|Lang=pt|Ed=I|N=2|Color=yes|Te=PEREQUAÇÃO gráfica}}{{
{{TofT|Lang=zh|Ed=II|N=2|SubN=2|Te=作图上修匀}}
+
TofT|Lang=ru|Ed=I|N=2|Te=Графический метод выравнивания}}
<br/>[[15#151|151]]-3 {{TofT|Lang=en|Ed=II|N=3|Te=Curve fitting}}
+
{{NewLineT|S=151|N=3}} {{
{{TofT|Lang=ar|Ed=II|N=3|Te=تمهيد التحليلي}}
+
TofT|Lang=en|Ed=I|N=3|Color=yes|Te=fitting, curve}}{{
{{TofT|Lang=ar|Ed=II|N=3|SubN=2|Te=تدريج التحليلي}}
+
TofT|Lang=ar|Ed=I|N=3|Te=توفيق المنحنيات (توفيق)}}{{
{{TofT|Lang=ar|Ed=II|N=3|SubN=3|Te=توفيق المنحني}}
+
TofT|Lang=de|Ed=I|N=3|Color=yes|Te=analytische Ausgleichung}}{{
{{TofT|Lang=cs|Ed=II|N=3|Te=Analytickém vyrovnání}}
+
TofT|Lang=es|Ed=I|N=3|Te=analitico}}{{
{{TofT|Lang=cs|Ed=II|N=3|Te=Klouzavých průměrů}}
+
TofT|Lang=fi|Ed=I|N=3|Color=yes|Te=analyyttinen tasoittaminen}}{{
{{TofT|Lang=de|Ed=II|N=3|Te=Analytischen Ausgleichung}}
+
TofT|Lang=fr|Ed=I|N=3|Te=ajustement analytique}}{{
{{TofT|Lang=de|Ed=II|N=3|SubN=2|Te=Kurvenanpassung}}
+
TofT|Lang=it|Ed=I|N=3|Color=yes|Te=perequazione analitica}}{{
{{TofT|Lang=es|Ed=II|N=3|Te=Ajuste analítico}}
+
TofT|Lang=it|Ed=I|N=3|SubN=2|Te=interpolazione}}{{
{{TofT|Lang=et|Ed=II|N=3|Te=Analüütilisel tasandamisel}}
+
TofT|Lang=pl|Ed=I|N=3|Te=wyrównywanie analityczne}}{{
{{TofT|Lang=fr|Ed=II|N=3|Te=Ajustement analytique}}
+
TofT|Lang=pt|Ed=I|N=3|Color=yes|Te=PEREQUAÇÃO analítica}}{{
{{TofT|Lang=ja|Ed=II|N=3|Te=曲線の当てはめ}}
+
TofT|Lang=pt|Ed=I|N=3|SubN=2|Te=AJUSTAMENTO de curva}}{{
{{TofT|Lang=ru|Ed=II|N=3|Te=Подгонке кривой}}
+
TofT|Lang=ru|Ed=I|N=3|Te=Аналитическое выравнивание}}
{{TofT|Lang=zh|Ed=II|N=3|Te=曲线配合}}
+
{{NewLineT|S=151|N=4}} {{
<br/>[[15#151|151]]-4 {{TofT|Lang=en|Ed=II|N=4|Te=Method of least squares}}
+
TofT|Lang=en|Ed=I|N=4|Color=yes|Te=method of least squares}}{{
{{TofT|Lang=cs|Ed=II|N=4|Te=Metody nejmenších čtverců}}
+
TofT|Lang=ar|Ed=I|N=4|Te=طريقة المربعات الصغرى (صغير)}}{{
{{TofT|Lang=de|Ed=II|N=4|Te=Methode der kleinsten Quadrate}}
+
TofT|Lang=de|Ed=I|N=4|Color=yes|Te=Methode der kleinsten Quadrate}}{{
{{TofT|Lang=es|Ed=II|N=4|Te=Método de mínimos cuadrados}}
+
TofT|Lang=es|Ed=I|N=4|Te=método de mínimos cuadrados}}{{
{{TofT|Lang=et|Ed=II|N=4|Te=Vähimruutude meetod}}
+
TofT|Lang=fi|Ed=I|N=4|Color=yes|Te=pienimmän neliösumman menetelmä}}{{
{{TofT|Lang=fr|Ed=II|N=4|Te=Méthode des moindres carrés}}
+
TofT|Lang=fr|Ed=I|N=4|Te=méthode des moindres carrés}}{{
{{TofT|Lang=ja|Ed=II|N=4|Te=最小二乗法}}
+
TofT|Lang=it|Ed=I|N=4|Color=yes|Te=metodo dei minimi quadrati}}{{
{{TofT|Lang=ru|Ed=II|N=4|Te=Методом наименьших квадратов}}
+
TofT|Lang=pl|Ed=I|N=4|Te=metoda najmniejszych kwadratów}}{{
{{TofT|Lang=zh|Ed=II|N=4|Te=最小二乘法}}
+
TofT|Lang=pt|Ed=I|N=4|Color=yes|Te=MÉTODO dos mínimos quadrados}}{{
<br/>[[15#151|151]]-5 {{TofT|Lang=en|Ed=II|N=5|Te=Moving averages}}
+
TofT|Lang=ru|Ed=I|N=4|Te=Способ наименьших квадратов}}
{{TofT|Lang=ar|Ed=II|N=5|Te=متوسطات المتحركة}}
+
{{NewLineT|S=151|N=5}} {{
{{TofT|Lang=de|Ed=II|N=5|Te=Methode des gleitenden Durchschnitts}}
+
TofT|Lang=en|Ed=I|N=5|Color=yes|Te=moving average}}{{
{{TofT|Lang=es|Ed=II|N=5|Te=Promedios móviles}}
+
TofT|Lang=ar|Ed=I|N=5|Te=متوسطات المتحركة (حركة)}}{{
{{TofT|Lang=et|Ed=II|N=5|Te=Libiseva keskmise}}
+
TofT|Lang=de|Ed=I|N=5|Color=yes|Te=Methode des gleitenden Durchschnitts}}{{
{{TofT|Lang=fr|Ed=II|N=5|Te=Moyenne mobile}}
+
TofT|Lang=de|Ed=I|N=5|SubN=2|Te=Methode der gleitenden Durchschnitte}}{{
{{TofT|Lang=ja|Ed=II|N=5|Te=移動平均}}
+
TofT|Lang=es|Ed=I|N=5|Te=medias móviles}}{{
{{TofT|Lang=ru|Ed=II|N=5|Te=Скользящую среднюю}}
+
TofT|Lang=fi|Ed=I|N=5|Color=yes|Te=liukuva keskiarvo}}{{
{{TofT|Lang=zh|Ed=II|N=5|Te=滑动平均数}}
+
TofT|Lang=fr|Ed=I|N=5|Te=moyenne mobile}}{{
<br/>[[15#151|151]]-6 {{TofT|Lang=en|Ed=II|N=6|Te=Calculus of finite differences}}
+
TofT|Lang=it|Ed=I|N=5|Color=yes|Te=media mobile}}{{
{{TofT|Lang=ar|Ed=II|N=6|Te=فروق المحدودة}}
+
TofT|Lang=pl|Ed=I|N=5|Te=średnia ruchoma}}{{
{{TofT|Lang=cs|Ed=II|N=6|Te=Výpočet konečných diferencí}}
+
TofT|Lang=pt|Ed=I|N=5|Color=yes|Te=MÉDIA móvel}}{{
{{TofT|Lang=de|Ed=II|N=6|Te=Differenzenmethode}}
+
TofT|Lang=ru|Ed=I|N=5|Te=Скользящая средняя}}
{{TofT|Lang=es|Ed=II|N=6|Te=Diferencias finitas}}
+
{{NewLineT|S=151|N=6}} {{
{{TofT|Lang=et|Ed=II|N=6|Te=Diferentsimeetodit}}
+
TofT|Lang=en|Ed=I|N=6|Color=yes|Te=calculus of finite differences}}{{
{{TofT|Lang=fr|Ed=II|N=6|Te=Calcul des différences finies}}
+
TofT|Lang=ar|Ed=I|N=6|Te=حساب الفروق المحدودة (حد)}}{{
{{TofT|Lang=ja|Ed=II|N=6|Te=有限差異の微積分}}
+
TofT|Lang=de|Ed=I|N=6|Color=yes|Te=Berechnung mit endlichen Differenzen}}{{
{{TofT|Lang=ru|Ed=II|N=6|Te=Исчисление конечных разностей}}
+
TofT|Lang=de|Ed=I|N=6|SubN=2|Te=Differenzenmethode}}{{
{{TofT|Lang=zh|Ed=II|N=6|Te=差分法}}
+
TofT|Lang=es|Ed=I|N=6|Te=diferencias finitas}}{{
<br/>[[15#151|151]]-7 {{TofT|Lang=en|Ed=II|N=7|Te=Interpolation}}
+
TofT|Lang=fi|Ed=I|N=6|Color=yes|Te=differenssimenetelmä}}{{
{{TofT|Lang=ar|Ed=II|N=7|Te=استكمال}}
+
TofT|Lang=fr|Ed=I|N=6|Te=calcul des différences finies}}{{
{{TofT|Lang=cs|Ed=II|N=7|Te=Interpolaci}}
+
TofT|Lang=it|Ed=I|N=6|Color=yes|Te=calcolo delle differenze finite}}{{
{{TofT|Lang=de|Ed=II|N=7|Te=Interpolation}}
+
TofT|Lang=pl|Ed=I|N=6|Te=rachunek różnic skończonych}}{{
{{TofT|Lang=es|Ed=II|N=7|Te=Interpolación}}
+
TofT|Lang=pt|Ed=I|N=6|Color=yes|Te=CÁLCULO das diferenças finitas}}{{
{{TofT|Lang=et|Ed=II|N=7|Te=Interpoleerimisel}}
+
TofT|Lang=ru|Ed=I|N=6|Te=Исчисление предельных отклонений}}
{{TofT|Lang=fr|Ed=II|N=7|Te=Interpolation}}
+
{{NewLineT|S=151|N=7}} {{
{{TofT|Lang=ja|Ed=II|N=7|Te=内挿(補間)}}
+
TofT|Lang=en|Ed=I|N=7|Color=yes|Te=interpolation}}{{
{{TofT|Lang=ru|Ed=II|N=7|Te=Интерполяции}}
+
TofT|Lang=ar|Ed=I|N=7|Te=استكمال (استكمال)}}{{
{{TofT|Lang=zh|Ed=II|N=7|Te=内插}}
+
TofT|Lang=de|Ed=I|N=7|Color=yes|Te=Interpolation}}{{
<br/>[[15#151|151]]-8 {{TofT|Lang=en|Ed=II|N=8|Te=Extrapolation}}
+
TofT|Lang=es|Ed=I|N=7|Te=interpolación}}{{
{{TofT|Lang=ar|Ed=II|N=8|Te=استيفاء}}
+
TofT|Lang=fi|Ed=I|N=7|Color=yes|Te=interpolointi}}{{
{{TofT|Lang=cs|Ed=II|N=8|Te=Extrapolaci}}
+
TofT|Lang=fr|Ed=I|N=7|Te=interpolation}}{{
{{TofT|Lang=de|Ed=II|N=8|Te=Extrapolation}}
+
TofT|Lang=it|Ed=I|N=7|Color=yes|Te=interpolazione}}{{
{{TofT|Lang=es|Ed=II|N=8|Te=Extrapolación}}
+
TofT|Lang=pl|Ed=I|N=7|Te=interpolacja}}{{
{{TofT|Lang=et|Ed=II|N=8|Te=Ekstrapoleerimisel}}
+
TofT|Lang=pt|Ed=I|N=7|Color=yes|Te=INTERPOLAÇÃO}}{{
{{TofT|Lang=fr|Ed=II|N=8|Te=Extrapolation}}
+
TofT|Lang=ru|Ed=I|N=7|Te=Интерполяция}}
{{TofT|Lang=ja|Ed=II|N=8|Te=外挿(補外)}}
+
{{NewLineT|S=151|N=8}} {{
{{TofT|Lang=ru|Ed=II|N=8|Te=Экстраполяции}}
+
TofT|Lang=en|Ed=I|N=8|Color=yes|Te=extrapolation}}{{
{{TofT|Lang=zh|Ed=II|N=8|Te=外推}}
+
TofT|Lang=ar|Ed=I|N=8|Te=استيفاء}}{{
 +
TofT|Lang=de|Ed=I|N=8|Color=yes|Te=Extrapolation}}{{
 +
TofT|Lang=es|Ed=I|N=8|Te=extrapolación,}}{{
 +
TofT|Lang=fi|Ed=I|N=8|Color=yes|Te=ekstrapolointi}}{{
 +
TofT|Lang=fr|Ed=I|N=8|Te=extrapolation}}{{
 +
TofT|Lang=it|Ed=I|N=8|Color=yes|Te=estrapolazione}}{{
 +
TofT|Lang=it|Ed=I|N=8|SubN=2|Te=extrapolazione}}{{
 +
TofT|Lang=pl|Ed=I|N=8|Te=ekstrapolacja}}{{
 +
TofT|Lang=pt|Ed=I|N=8|Color=yes|Te=EXTRAPOLAÇÃO}}{{
 +
TofT|Lang=ru|Ed=I|N=8|Te=Экстраполяция}}|
 +
Lang=en|Lang2=ar|Lang3=de|Lang4=es|Lang5=fi|Lang6=fr|Lang7=it|Lang8=pl|Lang9=pt|Lang10=ru}}
 +
 
 +
{{Gallery
 +
| caption={{Lang_audio_pronunciation_-en}}
 +
| width=100
 +
| height=20
 +
| lines=3
 +
|151_1_1_en_I Graduation.ogg|'''graduation'''
 +
|151_1_2_en_I Smoothing.ogg|'''smoothing'''
 +
|151_2_1_en_I Graphic graduation.ogg|'''graphic graduation'''
 +
|151_3_1_en_I Fitting, curve.ogg|'''fitting, curve'''
 +
|151_4_1_en_I Method of least squares.ogg|'''method of least squares'''
 +
|151_5_1_en_I Moving average.ogg|'''moving average'''
 +
|151_6_1_en_I Calculus of finite differences.ogg|'''calculus of finite differences'''
 +
|151_7_1_en_I Interpolation.ogg|'''interpolation'''
 +
|151_8_1_en_I Extrapolation.ogg|'''extrapolation'''
 
}}
 
}}
  
 
<noinclude>
 
<noinclude>
[[en-II:Graduation]] [[ar-II:تدريجياً]] [[cs-II:Vyrovnání]] [[de-II:Ausgeglichene Reihe]] [[es-II:Ajustada]] [[et-II:Tasandamiseks]] [[fr-II:Ajustée]] [[ja-II:補整]] [[ru-II:Выравнивание]] [[zh-II:修匀]]  
+
[[en-I:graduation]] [[ar-I:تدريج بياني (بيان)]] [[de-I:ausgeglichene Reihe]] [[es-I:ajustada]] [[fi-I:tasoittaminen]] [[fr-I:ajusté]] [[it-I:perequazione]] [[pl-I:wartości wyrównane]] [[pt-I:PEREQUAÇÃO]] [[ru-I:Выравнивание]]  
 
</noinclude>
 
</noinclude>
 
<noinclude>
 
<noinclude>
[[Category:Term of the second edition of the multilingual demographic Dictionary]]
+
[[Category:Term of the first edition of the multilingual demographic Dictionary]]
 +
[[Category:General concepts]]
 +
[[Category:15]]
 
</noinclude>
 
</noinclude>

Revision as of 20:50, 7 November 2009

Graduation  (GRADUATION)


It is occasionally desirable to replace a series of figures by another series that shows greater regularity. This process is known as graduation 1 or smoothing 1, and it generally consists of passing a smooth curve through a number of points in the time series or other series, such as the number of persons distributed by reported age. If a free-hand curve is drawn the process is called graphic graduation 2. When analytical mathematical methods are used, this is called curve fitting 3. A mathematical curve is fitted to the data, possibly by the method of least squares 4, which minimizes the sum of the squares of the differences between the original and the graduated series. Other methods include moving averages 5 or involve the use of the calculus of finite differences 6. Some of these procedures may be used for interpolation 7, the estimation of values of the series at points intermediate between given values, or for extrapolation 8, the estimation of values outside of the range for which it was given.

  • 1. Graduation, n. - graduate, v. - graduated, adj. Smoothing, n. - smooth, v. - smoothed, adj.
  • 7. Interpolation, n. - interpolate, v. - interpolated, adj.
  • 8. Extrapolation, n. - extrapolate, v. - extrapolated, adj.

More...