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Yates R.C. — Curves and Their Properties
Yates R.C. — Curves and Their Properties



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Название: Curves and Their Properties

Автор: Yates R.C.

Аннотация:

Some mathematical works of considerable vintage have a timeless quality about them. Like classics in any field, they still bring joy and guidance to the reader. Books of this kind, if no longer readily available, are being sought out by the National Council of Teachers of Mathematics, which has begun to publish a series of such classics. The present title is the fourth volume of the series.
A Handbook on Curves and Their Properties was first published in 1952 when the author was teaching at the United States Military Academy at West Point. A photo-lithoprint reproduction was issued in 1959 by Edwards Brothers, Inc., Lithoprinters, of Ann Arbor, Michigan. The present reprint edition has been similarly produced, by photo-offset, from a copy of the 1959 edition. Except for providing new front matter, including a biographical sketch of the author and this Foreword by way of explanation, no attempt has been made to modernize the book in any way. To do so would surely detract from, rather than add to, its value.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1974

Количество страниц: 258

Добавлена в каталог: 24.07.2013

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Singular points      62 192 197 199 200 202
Singular solutions      75
Sir Wren, Christopher      66
Sketching      155 188—205
slope      191
Slot machine      96
Sluze, pearls of      204
Snowflake curve      106
Soap films      13 183
Spiral tractrix      137
spirals      206—216
Spirals, Archimedean      20 136 164 169 209 210 211 212
Spirals, Cornu's      see "Spirals Euler"
Spirals, Cotes'      72 169 215 216
Spirals, equiangular      20 63 87 126 136 163 169 171 173 206 207 208 209 211 216
Spirals, Euler      136 215
Spirals, Fermat's      see "Spirals parabolic"
Spirals, hyperbolic      see "Spirals reciprocal"
Spirals, parabolic      169 212 213
Spirals, Poinsot's      204
Spirals, reciprocal      182 210 211 212 216 222
Spirals, sinusoidal      20 63 139 140 144 161 162 163 168 205 213 214
Spiric lines of perseus      204
Spring, elastic      215
Squaring the circle      36 209
Standard deviation      96
Steiner      24 127 179
Step function      232
Stereographic projection      207 219
Strophoid      29 129 141 142 163 205 217—220
Stubbs      127
Sturm      26
Suardi      235
Supercharger      210
Swing and chair      204
Syntractrix      204
Tangent construction      3 13 29 32 41 44 46 66 73 85 119 139 145 150 153 168 214 222
Tangents at origin      191 192
Tautochrone      67 85
Taylor      75
Terquern      160
Torus      9 204
Tractory      see "Tractrix"
Tractrix      13 63 87 126 137 174 182 204 212 221—224
TRAINS      24
Trajectory, orthogonal      223
Trammel of archimedes      3 77 108 120 234
Transition curve      56 215
Trident      205
Trifolium      see "Folium"
Trigonometric functions      225—232
Trisection      33 36 58 205
Trisectrix      149 163 203 205
Trochoids      120 122 138 139 148 176 204 233—236
Trophy      204
Tschirnhausen      15 152 203 205 214
Tucker      172
Tulip      186
tunnel      204
Twisted bow      204
Unduloid      184
Urn      204
Varignon      211
Versiera      see "Witch of Agnesi"
Versorio      see "Witch of Agnesi"
Vibration      68 230 231 232
Viviani's curves      205 219
Volute      213
von Koch curve      106
Wallis      65
Watt      143
Wave theory      230
Weierstrass      113
Weierstrass function      107
Whewell      87 123 124 125 126 180
Witch of Agnesi      205 237—238
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