. В Румынии число лиц с высшим образованием среди занятого населения составило в 1958 г. – 158 тыс., в 1964 г. – 210 тыс., в 1972 г. – 398 тыс., в 1976 г. – 478 тыс.
>71, в Болгарии число специалистов с высшим и средним специальным образованием за 10 лет с 1953 по 1963 г. выросло в 2,6 раза (с 119,9 тыс. до 314,9 тыс.)
>72.
В странах «третьего мира» доля лиц с высшим образованием была на порядок меньше. Если в самодеятельном населении развитых стран кадры высшей и средней квалификации составляли 11,1 %, то в Латинской Америке 5,7 %, в Азии – 2,7 %. Научные работники и инженеры составили в первой половине 70-х гг. в развитых странах 112 на 10 тыс. населения, в Латинской Америке – 69, в Азии – 22, в Африке – 6. Однако и здесь она быстро росла (в частности, в странах ЮВА доля лиц с высшим образованием за 5 лет с 1965 по 1970 г. выросла в 5 раз – с 0,2 % до 1 %)>73. К концу 70-х гг. 80 % лиц с высшим образованием было сосредоточено в развитых странах>74.
2. Политика в области развития систем высшего образования
Процесс гипертрофированного роста численности лиц с высшим образованием обеспечивался повсеместным ускоренным развитием систем образования, которое приняло практически всеобщий характер после Второй мировой войны. Наиболее заметные изменения в большинстве европейских стран произошли в 40-х гг.; до конца 20-х гг. в основных странах общая доля учащихся оставалась на уровне традиционного общества XIX в. или превышала его незначительно, а часто была даже несколько ниже.
Доля учащихся школ и вузов ко всему населению (%)>75
Разрыв между долей учащихся полной средней школы и долей студентов вузов в населении 18–24 лет (за исключением США и еще некоторых стран) был небольшим и не превышал двукратного или был еще меньше. На 1950 г. соотношение между ними выглядело так (* – данные 1955 г.):>76
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)
В США соотношение получивших высшее образование к выпускникам средней школы составляло для 1900–1909 гг. – 27 %, в 1910–1919 гг. – 18 %, 1920–1929 гг. – 17 %, 1930–1939 гг. – 15 %, 1940–1949 гг. – 17 %, 1950–1959 гг. – 25 %. В конце 60-х – начале 70-х гг. в вузы поступало около 50 % выпускников школы (в 1955 г. – 45,9 %, 1960 г. – 49,6 %, 1965 г. – 54,6 %, в 1966 г. – 53 %).>77 К 1970 г. ежегодная доля поступающих в вузы в соответствующей возрастной когорте составила в Австралии 23,5 %, Австрии 16 %, Бельгии 28,5 %, Канаде 33,6 %, Дании 26 %, Финляндии 18,3 %, Франции 22,4 %, Германии 15,8 %, Италии 24,1 %, Япония 23,8 %, Нидерландах 18,3 %, Норвегии 27,5 %, Португалии 6,6 %, Испании 18,1 %, Швеции 37,6 %, Турции 5,1 %, Англия 20,6 %, США 46,5 %, Югославии 29,1 %