THE CRISIS THAT NEVER ENDED!
In the Fall of 1957 the Soviet
Union in quick succession launched 2 artificial satellites,
Sputnik 1 and 2. This triggered a massive reappraisal of the US
educational system, in regards to the effective teaching of
science and mathematics in the K-12 sequence, and in college
undergraduate programs. Existing textbooks were found to be
wholly inadequate. Teams of university faculty wrote new
textbooks for physics, biology, and chemistry courses in high
schools. New introductory texts were also written by top-notch
physicists for college-level courses. [However, most high school
teachers teaching physics, chemistry, advanced math and biology
had NEVER had a college-level course in these topics! The good
texts turned out to be too advanced for many of them, and they
tended to skip the “hard parts.”] Federal programs like the
National Defense Education Act provided valuable scholarships
and fellowships for students majoring in physics and
engineering.
A number of annual educational
surveys were conducted. What survives today is the so-called
National Assessment of Educational Progress. Even more useful
were consistent international surveys which allowed comparison
of US students at every grade level to their counterparts in
typical first-world, second-world and third-world nations. What
survives today is the Program for International Student
Assessment, which surveys 34 representative nations. [Earlier
surveys compared up to 50 or 60 countries.] The results were
sobering, because by the 1980s, US students were either in last
place or tied for last place among all nations surveyed, in
general knowledge of grade-appropriate math, science, and
reading ability. During the administration of George H. W. Bush,
legislators decided to implement a “crash program” to bring US
children from last place to first place in international
rankings. Eventually this became The Goals 2000: Educate America
Act (P.L. 103-227), which was signed into law on March 31, 1994,
by President Bill Clinton. It failed completely, as did the
later No Child Left Behind Act. Today US K-12 students rank 27th
out of 34 in math and 20th out of 34 in science.
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wCj1rvKACiiigAooooAK4PwP/yFPHv/AGNE3/oiCu8rg/A//IU8e/8AY0Tf+iIKAO8ooooAKKKKACuD8f8A/IL8L/8AY0af/wCj1rvK4Px//wAgvwv/ANjRp/8A6PWgDvKKKKACiiigAooooA4P4Z/8kdsf+vy9/wDSyau8rg/hn/yR2x/6/L3/ANLJq7ygAooooAKKKKAPmf4y/wDJ7n7IX/Y66z/6jWq19MV8z/GX/k9z9kL/ALHXWf8A1GtVr6YoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+ZPBXjLwhpf7e37QOh6n4r8N6drct3orRafdanDFcOP7Nj5EbMGI5HbuK+mgQyBlIZSMgg8Gvyn+LP7CPw7/ac/4KD/AB58U694u8Y+F9ftZ9HjjbTjBJbMDpcC5aN49xOIl6OO9eWH/gl38bPAbmX4NftXaxozKcwwmO90jZ6DzLa4kz9Qg+lftOU8F8A5hgqMnxA8PXcY80KmHm4qdlzJVINqyd0m1qtTzqmJxUJP91dd01+R+1lFfil/wqj/AIK1fDTjw18VdJ+I8Ef/ACzOs2d8ZR6btThjb/x4H3py/tQ/8FPvAzfYvFP7M1r4wdeDcWvhG7unJH+3YXBj/wDHa7/+IEV8Trluc4LEeSrqM/nGajb7yP7UUfjpyXy/yP2ror8V/wDh4B+2zp//ACGv2M9cjx97/iltat//AEJGo/4edfH7T/8AkNfsg65Hj7372/t//QrVqX/EuHGsv4VOlP8Aw16P6zQf2xhura+T/wAj9bPih/yQHxT/ANeZ/wDQhXeV+G/iv/gqv4k1X4eatoes/sv61o32uDyzct4okAj5BzsawHp/eroP+HwX/VtWuf8AhXf/AHFR/wASz+JD2y5P0rUH/wC5A/tnB/z/AIP/ACP2oor8V/8Ah8F/1bVrn/hXf/cVH/D4L/q2rXP/AArv/uKn/wASzeJX/Qt/8q0P/lg/7Zwf8/4P/I/aiivxs03/AILF+BHk2678E/GOmsDhxZ61Bclf++0jr0TS/wDgrp+zfd7V1Hwj8YNJkPVm0qyljH4rd7v/AB2vPxf0ePEbD/HlU3/hcJf+kyZUc2wb+2j9T64PwP8A8hTx7/2NE3/oiCvjHS/+CoP7Imobftfi7xRoeev23wzdNj6+SslXvBP7e/7I6Xni2Wb4yaXapfa/Jc232jR9QiLxNFCobDW4xyrDBweK+ZxXhJxvh3+8yjEL/uDUa+9RaNo4/DPaovvR9+UV8rWv7b/7Jt5jyvjr4GTP/Ped4f8A0NBXR2v7W37MF5jyvj/8I0z/AM9/FFrD/wChuK8itwJxLS/iZdWXrSmv/bTRYqi9pr70fQ1FeDX37U37NWnaO1/c/H74ONbDvb+L7Kdj9EjkZj+ArwrxR/wUm/ZC8NeYkPxIvPE90nWDRdBu5c/SR40jP4PW+W+HXFWYS5cLltafpSm7ertZfMU8XQh8U0vmfd1cH4//AOQX4X/7GjT/AP0etfmH4m/4LBfCG0d4/Bvwr+IviSUHCf2nPa6ejn2KPO2P+A59q8q8Rf8ABQ/9p3x9Z6VfeCf2TtUi0O11W2u0lbT9S1PzGjkDJH5sUUS5Y4H3TnsK+/w30cuPpwVSvg1Qi+tWpTh+Dnf8Dkeb4W9lK/omz9zaK/GfRP8AgrjDousLpPxf/Z98WeE9Qj/1503UQ8vuRb3McRX6GQ/Wvprwd/wUz/ZI8WeVHe+NNc8E3UmNsHiHQp0wfQyQCWNfqXA968vOPAbj/LY89XK6k496dqqt3/duWhpTzTCz2mvnp+Z9/UV5f4O+Nvwd+IXlL4H+KXgDxVNJ92303XreacH0MYfep9iAa9Qr8txuX4rB1HSxFOUJLpJNP7nZnbGcZK6dwooorkKOD8D/APIU8e/9jRN/6IgrvK4PwP8A8hTx7/2NE3/oiCu8oAKKKy9Y1zRfD2hy6p4g1jS9D02L/WXeoXaW8KfV3IA/Orp05VJKMVdvogbsalFfHfjz9vn9k74f+dFf/F7Q/EN8mdtr4Zik1UuR2EkCtEP+BOK+O/Ff/BXTwrdav/ZHwf8Agn418a6nKSlsdWuktC7eqwwCd3HtlT9K/UMg8E+Oc5jz4XLKij/NNezjbvzVHFNejOGrmWGp/FNfn+R+pnj/AP5Bfhf/ALGjT/8A0etd5X4Xa98cP+CnHxlh0mfw58IbX4WaOdWtm0+W40GOyYzeYPJLHVHYv8xHKoFPpiuo/wCFQ/8ABWvxP/yFvjJonh7f97/ib2dtt/8AAO2OPwr6Z+BMsNpmGeYKhLrF1+aa9VCLX4mP9p83wUpP5H7U0V+K3/DEX/BQrX/+Rp/bBms4n+/FY+NdakX8UEUSmj/h1j8XvEHPjT9rfW7rd/rB/Zl3fZ/GW8T+VT/xC/guh/vXFNFf4KNap+SQfXcS/hoP5tI/amivw/P7On/BRj9ltjP8E/ij/wALe8F2pymivdCUiMdR9hvSVjz6W0pc11ng7/gqjrvg7xWnhL9qD4F+JfA+vRYFzd6PbSQOvbc1jdlXVe+RK2ey+rxHgJmWNpSxHDeMo5jTWtqUlGql/epTtJei5mCzSEXatFwfnt96P2Urg/A//IU8e/8AY0Tf+iIK88+FH7UvwB+NcdvH8O/id4b1bVZQMaPczGz1DPcfZpgsjY6ZVSvua9D8D/8AIU8e/wDY0Tf+iIK/Gc1ybH5ZiHh8bQlSqLeM4uL+5pM9GFSE1eLujvKK8k8ZfHv4JfD7zV8a/Fn4eeG7iPO61vdet1uDjqBDu3sfYKa+UfGP/BT39kvwr5qab4p8TeOriPgxeH9Am5PoHufJQ/UMR719Bkfh3xRnNngMvq1U+sacnH/wK1l82ZVcXQp/FNL5n6E0V+N0/wDwWL+Hy+KfLtvgt4zm0LOPtkusW6XH/fkKV/8AItew+GP+Crv7LmueWutR/EbwZIeHbU9DWaNT7G2llYj/AICD7V9jjvo++ImEpqpUymo0/wCXlm/uhKT+VrnPHNcJJ2VRH6YVwfj/AP5Bfhf/ALGjT/8A0eteLeF/22f2UfF/l/2T8dfAlsX+6usXTaWfpi7WPBr0jxB4t8KeK/Dvhe58L+JvD3iS2/4SfTj5ulajFdJjz15zGxFfnGa8M5xljtjsJUpf44Sj/wClJHXCtTn8Mk/meu0UUV4ZqFFFeQeMv2gfgb8PvNXxp8XPh34duI87rS7163Fzx1xCGMh/BTXbgMtxmOq+ywtKVSXaKcn9yTZMpxirydj1+ivzy8Zf8FQf2TPC3mppfiTxT48uEyDH4f0CUAn0D3XkofqCRXzbqn/BWfWPE+sSaR8F/wBnHxL4qvz/AKl72/eWX2zbWsLk59pa/U8o8A+P8wh7SGWTpx6upakku79o4nDUzXCw050/TX8j9Y/hn/yR2x/6/L3/ANLJq6XXPEGg+GfD02r+JNb0jw9pUX+tvdTvI7aBPq7kKPxNfiD4Z8Rf8FR/jh4OhsPBehW3wa8Gyzz5u5LWHSmUvM7PlrkyXeQxYZiUdK7XQ/8AglZ418deIYfEH7R/7RfiLxZqh/18GltNezc9dt5eEkf9+K9v/iEGQ5VrxBxBQpNfYo82Iqej5LRi/VtGf9oVZ/wqTfm9EfXnxF/4KL/sn/Dvz4B8Qm8danFn/QvCNm1/v/3Z/ltz/wB/a+Rr7/gsNob6xcDw7+z74n1fSlbEVzdeJEt5W/3o0t5VU+wc19lfDr/gnx+yh8OPInt/hjZeMNTjxm+8WTtqRfHcwv8AuM/SIV9h6VpGlaFocGl6Jpmn6PpsAxDaWNskMMY9FRQAPwFJ5/4T5V7mGyqvjn1lWrexXrGNJN2/xO4eyx89ZTUfRX/M/Gf/AIfBf9W1a5/4V3/3FR/w+C/6tq1z/wAK7/7ir9qKKn/X/wANf+iU/wDLyv8A/Ij+q4z/AJ//APkqPxw+Fv7cP/DU/wDwU5/Zr8K/8Ko1D4f/ANja5rGo/a7jW/tgnz4f1KLywv2ePB+fOcnp0r9j6+Z/jL/ye5+yF/2Ous/+o1qtfTFfmnGWcZJmWNjVyjL/AKnSUUnD2sqt5XbcuaaTV00uXZWv1Z2YenUhG1SfM+9rBRRRXyRuFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB4T8O/+Tzf2hv+vzRf/Tale7V4T8O/+Tzf2hv+vzRf/Tale7UAFFFFABRRRQBwfxQ/5ID4p/68z/6EK7yuD+KH/JAfFP8A15n/ANCFd5QAUUUUAZWpaDoesxlNX0bStVXGMXlokwx/wIGvO9U+AfwL1vd/bPwX+E+rFupvPCNlKfzaI16zRXoYTNsdhf4FaUP8MmvyZMoRluj5g1T9iz9lLV932v4D/DyLd1+xad9k/LySuK8U0D/gnx+yDrupeMBqHwhhP2TX5ba28jxHqcIjjEULBQEuQOrMeQetfoVXB+B/+Qp49/7Gib/0RBX0uG8SuLsMrUc1xEfStUX5SMJYPDy3gvuR8eXX/BMf9j64z5XgHXbHP/PDxRfHH/fcrVzl1/wSr/ZRuM+VZfECxz/zw8RE4/77Rq/SKivYpeM/HlPbOK/zqyf5tmby7Cv/AJdr7j8zrP8A4JP/ALLNrrC3M9x8T9RhHW0uNfiETfUxwK/5NXuXhf8AYI/ZG8J+W1h8FPDmoyr1k1q4uNS3H1K3Ejr+AAHtX1/RWGZeL3G+PjyV82rtdlUkl80mk/mOGX4aG1NfccV4Z+G3w68FIi+DvAPgvwmqDCjRtEt7PH08tFqDx/8A8gvwv/2NGn/+j1rvK4Px/wD8gvwv/wBjRp//AKPWvgMTiq2IqOpWm5SfVtt/ezrUUlZHSa34e0DxLo7ad4j0PR9f09vvWupWcdxEfqrgj9K+ZfGX7DH7J3jjzW1b4J+EtOnfJ83QVk0kqfXFq8ak/UEetfWVFerk/E+cZTLmwGLqUX/cnKP/AKS0Z1KNOp8cU/VH5QeMf+CRPwI1fzZvBvjj4i+Dbls7Yp5YNQtk9MIyJJ+cprzX/h1b8V/D/Pgv9rXW7Tb9xf7JurHb7ZivX/lX7U0V+o4P6RfiFh6SpSzB1I9qkKdT8Zwb/E4pZRhG78lvRtH4rf8ADD3/AAUF0A/8Ur+2HcXUa/civvGmtRJ/3x5cq0f8Kc/4K0eGP+QV8aNE8Q7On/E5tbnd/wCBlsP1r9qaK6v+Jg89qf71gcJW/wAeGpv8rE/2TSXwykvRs/DbQfDX/BW3WbrxBaWXi/RtGC6s66lMZNCj33Plx7mzHCzfd2fdwPbOa6D/AIZe/wCCofiX5tZ/ac0rQVb74i8X3sDj6C1tcfqK/W3wP/yFPHv/AGNE3/oiCu8o/wCI+5jT/wB2ynA0X/cw0F+bYf2VB/FUk/8At4/Fb/h3X+1z4h/5HT9sbW5933/+Jzq1/wD+jZUzV/S/+CQtlf65Dd/EX9onxV4phH34rLQlt5vfbNNcTf8AoFfs1RUz+kjx6ouOHxUKKf8Az7o0Y/c+S6+TGsnwvWN/Vv8AzPhDwJ/wTb/ZL8D+TNN4BvfHF/FjF14o1WW53f70KFID+MdfYnhTwH4H8CaP/Z/gjwd4W8H2OADb6JpUNnGR7rEqg11dFfmWf8bcQZ5JvMsbUreU5ykvkm7L5I7KWGpUvgil8jg/H/8AyC/C/wD2NGn/APo9a7yuD8f/APIL8L/9jRp//o9a7yvlzcKKKKACuT8Y+A/BPxC8KPoXjvwl4c8Y6O2f9D1jTo7qNSf4lDg7W/2hgj1rrKK2w+Jq4epGrSk4yWqadmn5NaoTSasz8vviv/wSn+AfjKS41H4cap4j+EetMS0cdpKdQ08N1yYZm8wc9kmUDsOlfNvh3/gm38fvGz694d8aftS36eEdL1V7JbeOS/1ATBUjO7yJZo0TKsoxubGO4Ar9064PwP8A8hTx7/2NE3/oiCv2TLPpDce4LDKh9e9py/DKpCFScfOMpxlL72zz55ThZO/Lb0uvyPzm8G/8Ej/2ftF8qbxd4s+I3jW5X78Qu4bC1f8A4BHGZB/39r6u8HfsSfsp+BfKbRPgh4Ku5o+Vm1yB9WfP97N20mD9MY7Yr6nor5zPPF/jbN7rGZpVkn0U3GP/AIDHlj+BrSy/DU/hgjCt/C3hm08Lf2FaeHdCtdExj+z4rCJLf/v2F2/pXj/ij9lf9m7xl5jeIfgf8MrqeT79zBoEFtO31lhVX/WvfaK+OwOfZngqjq4bEzpyet4ylF/emmdEqUJK0kmfnv4o/wCCYP7I/iHzG0/wl4m8Gyv1fRfEVwcH1C3JmUfTGPavlzx//wAElPh/o8uk3Xgz4w+N9JW71e3sgNV063vXjE0gTduiMGSM56c1+1dcH4//AOQX4X/7GjT/AP0etfo+VePXiDl6tRzaq/8AG1U/9OKRyTyvCT3pr8vyPyT/AOHPv/Vyuuf+Ej/920f8Off+rldc/wDCR/8Au2v2oor2/wDiZnxK/wChl/5Sof8Aysz/ALGwf8n4v/M/FY/8Ee1YFZP2k9bdDwynwj1Hcf8AH7XrPg7/AIJI/s9aJ5U3i3xP8RvG1yuPMia9hsbV/wDgEUfmD/v7X6oUVxY76RfiNi6Xs55pJL+5GnB/fCEX+I45Rg4u/J+b/M+XPB37FP7KvgXym0L4H+CLiaPBWbWrZtVkB/vBrtpCD7jGO1fSel6RpWiaRHp+i6Zp+kWEf+rtrK2SGJfoqgAVoUV+W5vxHm2az58fiqlZ95zlJ/8AkzZ3U6NOmvdil6HB/DP/AJI7Y/8AX5e/+lk1d5XB/DP/AJI7Y/8AX5e/+lk1d5XjGgUUUUAFFFFAHzP8Zf8Ak9z9kL/sddZ/9RrVa+mK+Z/jL/ye5+yF/wBjrrP/AKjWq19MUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeE/Dv/AJPN/aG/6/NF/wDTale7V4T8O/8Ak839ob/r80X/ANNqV7tQAUUUUAFFFFAHB/FD/kgPin/rzP8A6EK7yuD+KH/JAfFP/Xmf/QhXeUAFFFFABRRRQAVwfgf/AJCnj3/saJv/AERBXeVwfgf/AJCnj3/saJv/AERBQB3lFFFABRRRQAVwfj//AJBfhf8A7GjT/wD0etd5XB+P/wDkF+F/+xo0/wD9HrQB3lFFFABRRRQAUUUUAcH4H/5Cnj3/ALGib/0RBXeVwfgf/kKePf8AsaJv/REFd5QAUUUUAFFFFAHB+P8A/kF+F/8AsaNP/wDR613lcH4//wCQX4X/AOxo0/8A9HrXeUAFFFFABRRRQAVwfgf/AJCnj3/saJv/AERBXeVwfgf/AJCnj3/saJv/AERBQB3lFFFABRRRQAVwfj//AJBfhf8A7GjT/wD0etd5XB+P/wDkF+F/+xo0/wD9HrQB3lFFFABRRRQAUUUUAcH8M/8Akjtj/wBfl7/6WTV3lcH8M/8Akjtj/wBfl7/6WTV3lABRRRQAUUUUAfM/xl/5Pc/ZC/7HXWf/AFGtVr6Yr5n+Mv8Aye5+yF/2Ous/+o1qtfTFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8v6/+1T4U0Hxv4gjfwT8QNQ+H/h7xND4a8R/EC1gs/wCx9L1GSSKIxOr3C3TxxyzxxyzRwNHG5wWO1yuzov7SngjVPifrWh3+na74a0Ozg16a18U6sbaPTL5NCvEstWZGWZpI1gmkxumjjDqrspIXJ+PvEvh/xkf2ZPj9+y+Ph/8AEK58b+NPipql7oWrw+HLqTRpdL1TWF1A6hJqSp9li+zxTSB43kEu+EKqMWWux+NXwYfW/iD8Vrv4S+ANTF74a8Pajrl2L64u57LxJr9yo1C30qztZpDAtvJdRW15e+QqLcSrbROXzOAAfdHgLxXJ45+Emi+Lm0HV/DUGqxNc2lhqqCO6W3Z28mSVB/q2kj2SeW3zJv2sAwIHR3+o2GlaRNqGqX1npthCAZbm6mWKKPJAG5mIA5IHPc14R+z3rXjjWvDHjt/FWpeN9e8P23iRYvCGseMfDg0XVr6xOn2TytPai2ttoS8e8jRjChZYx94AO30C6LJGUdVdT1DDINAHy34J+IXgHTP2uvjte6l448H6fZ391pDWM9zrMEcdyE09UcxszgOFb5TjODwa9j/4W78KP+in/Dz/AMKO1/8AjlX7bwdYj4leIdbvbHSbuC/gtY4I3tlZozEJA2cjHO8dPStz/hHfD/8A0AtH/wDAKP8AwoA5T/hbvwo/6Kf8PP8Awo7X/wCOUf8AC3fhR/0U/wCHn/hR2v8A8crq/wDhHfD/AP0AtH/8Ao/8KP8AhHfD/wD0AtH/APAKP/CgDlP+Fu/Cj/op/wAPP/Cjtf8A45R/wt34Uf8ART/h5/4Udr/8crq/+Ed8P/8AQC0f/wAAo/8ACj/hHfD/AP0AtH/8Ao/8KAPH/iN8U/hje/BDxJaWXxG8B3d1LaFY4YdftndzuHAAfJNdr/wt34Uf9FP+Hn/hR2v/AMcq14r8D6Vrvw71bSLHS9Es7y6g2RTNaKAhyDnIXP5V0P8Awjvh/wD6AWj/APgFH/hQByn/AAt34Uf9FP8Ah5/4Udr/APHKP+Fu/Cj/AKKf8PP/AAo7X/45XV/8I74f/wCgFo//AIBR/wCFH/CO+H/+gFo//gFH/hQByn/C3fhR/wBFP+Hn/hR2v/xyj/hbvwo/6Kf8PP8Awo7X/wCOV1f/AAjvh/8A6AWj/wDgFH/hR/wjvh//AKAWj/8AgFH/AIUAcp/wt34Uf9FP+Hn/AIUdr/8AHK4rwd8U/hjbal41a5+I3gO3WfxHLLCZdftl8xDDAAy5flcgjI44Newf8I74f/6AWj/+AUf+Fc9oPgfStLu/EMl1peiXC3+rPdwAWiny42jjUIcrwcoTxxzQBV/4W78KP+in/Dz/AMKO1/8AjlH/AAt34Uf9FP8Ah5/4Udr/APHK6v8A4R3w/wD9ALR//AKP/Cj/AIR3w/8A9ALR/wDwCj/woA5T/hbvwo/6Kf8ADz/wo7X/AOOUf8Ld+FH/AEU/4ef+FHa//HK6v/hHfD//AEAtH/8AAKP/AAo/4R3w/wD9ALR//AKP/CgDlP8Ahbvwo/6Kf8PP/Cjtf/jlcV43+Kfwxu9N8OLa/EbwHctF4jsZZBFr9sxRFmBZjh+FA5J6CvYP+Ed8P/8AQC0f/wAAo/8ACue8ReB9K1e00mO00vRLZrXVra7lLWijfHHIGZOF6kDHPFAFX/hbvwo/6Kf8PP8Awo7X/wCOUf8AC3fhR/0U/wCHn/hR2v8A8crq/wDhHfD/AP0AtH/8Ao/8KP8AhHfD/wD0AtH/APAKP/CgDlP+Fu/Cj/op/wAPP/Cjtf8A45R/wt34Uf8ART/h5/4Udr/8crq/+Ed8P/8AQC0f/wAAo/8ACj/hHfD/AP0AtH/8Ao/8KAOU/wCFu/Cj/op/w8/8KO1/+OUf8Ld+FH/RT/h5/wCFHa//AByur/4R3w//ANALR/8AwCj/AMKP+Ed8P/8AQC0f/wAAo/8ACgDx/wAHfFP4Y22peNWufiN4Dt1n8RyywmXX7ZfMQwwAMuX5XIIyOODXa/8AC3fhR/0U/wCHn/hR2v8A8cq1oPgfStLu/EMl1peiXC3+rPdwAWiny42jjUIcrwcoTxxzXQ/8I74f/wCgFo//AIBR/wCFAHKf8Ld+FH/RT/h5/wCFHa//AByj/hbvwo/6Kf8ADz/wo7X/AOOV1f8Awjvh/wD6AWj/APgFH/hR/wAI74f/AOgFo/8A4BR/4UAcp/wt34Uf9FP+Hn/hR2v/AMco/wCFu/Cj/op/w8/8KO1/+OV1f/CO+H/+gFo//gFH/hR/wjvh/wD6AWj/APgFH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The results are what you might
expect. About 50% of science Ph. D. degrees awarded in the US
are awarded to foreign-born and foreign-educated individuals,
who have come to the US for their advanced degree, simply
because the US still has the best universities in the world in
terms of graduate education in the sciences and engineering.
They still have top-notch faculty and adequate funds for
research equipment... but for how long? As you might also
expect, more than 50% of science and engineering faculty
in American universities now are foreign-born, and the ratio is
of course increasing with time.
The US is unique among world
powers in the wretched performance of its K-12 students...
although Canada and Finland may be playing catch-up.
A big factor in the current
situation is that for the past two decades the US has been in
very rapid transition into a de facto Third World nation, with a
vanishing middle class and a rapidly increasing underclass at or
below the poverty line. Some detailed studies of K-12 dropout
rates and causes, conducted for example by my colleague Prof.
Mike Marder in the UT Physics Department, show that poverty
is the only significant factor in predicting and understanding
dropouts from the K-12 system.
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