均值不等式(2)
——Doris Schattschneider
the-arithmetic-mean-geometric-mean-inequality-ii
注释1:Doris Schattschneider 1939年10月19日生于纽约,1966年得到耶鲁大学博士学位。自1968年起,这位女士一直任教于Moravian大学。她是数学杂志(1981—1985)首位女编辑,同时也是美国数学协会第一位女性的副主席。1991年她获得美国数学协会的特殊贡献表彰。在她的学术生涯中,Doris Schattschneider发表了40多篇论文,并且独著或合著了7本著作。她是一名几何研究者,也是NSF-funded Visual Geometry项目的高级合伙人,这个项目诞生了如“几何画板”这样的划时代软件。
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‘Trigonmetry, Calculus & Analytic Geometry’ Category List
- Sine of the Sum
- Area and Difference Formulas
- The Law of Cosines I
- The Law of Cosines II
- The Law of Cosines III
- The Double-Angle Formulas
- The Half-Angle Tangent Formulas
- Mollweide’s Equation
- (tanθ+1)²+(cotθ+1)²=(secθ+cscθ)²
- The Substitution to Make a Rational Function of the Sine and Cosine
- Sums of Arctangents
- The Distance Between a Point and a Line
- The Midpoint Rule is Better than the Trapezoidal Rule for Concave Functions
- Integration by Parts
- The Graphs of f and f^(-1) are Reflections about the Line y=x
- The Reflection Property of the Parabola
- Area under an Arch of the Cycloid