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Nicholson W.K. — Linear Algebra with Applications
Nicholson W.K. — Linear Algebra with Applications



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Название: Linear Algebra with Applications

Автор: Nicholson W.K.

Аннотация:

This manual contains answers and solutions to selected problems from this text. This easy-to-use, symbolic algebra and graphing package for the Macintosh emphasizes visual, interactive problem-solving. These electronic problem sets, which are in addition to those in the text, are for use with the Macintosh.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: Third Edition

Год издания: 1995

Количество страниц: 540

Добавлена в каталог: 29.11.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Triangular matrix, matrix      116 134
Triangular matrix, negative of      142
Triangular matrix, normal vector ol a plane      166
Triangular matrix, orthogonal      157 160
Triangular matrix, parallel      142
Triangular matrix, parallelogram rule      143
Triangular matrix, position vcctor      147
Triangular matrix, projection of      162
Triangular matrix, unitary matrix      307
Triangular matrix, upper      78 117 308
Triangular matrix, upper triangular matrix      78 117 308
Triangular matrix, Vandermonde determinant      134
Triangular matrix, vcctor, geometric      141
Triangular matrix, vector      145 304 426
Triangulation theorem      287
Triple, ordered      187
Trivial, circle      426 469
Trivial, linear combination      209
Trivial, solution      24
Trivial, unit ball      426
Vector      189
Vector space      189
Vector space of differentiable lunctions      203
Vector space of functions      192
Vector space of linear transformations      379
Vector space of matrices      190
Vector space of polynomials      192 238
Vector space of sequences      411
Vector space of solutions of linear recurrence relations      411
Vector space of solutions of spanning set for      204
Vector space of solutions of subspace      198
Vector space, axioms      189
Vector space, basis of      213
Vector space, dimension ol      214
Vector space, dual of      379
Vector space, finite dimensional      214
Vector space, inner product on      421
Vector space, isomorphic      362
Vector space, linear translormations between      339
Vector space, lundamental theorem for      212
Vector space, projection theorem      437
Vector, addition      189
Vector, angle between      170 431
Vector, cancellation      193
Vector, characteristic      251
Vector, coordinates      372
Vector, dependent      209
Vector, difference      193
Vector, distance between      156 425 448
Vector, geometnc      141
Vector, geometric Pythagorean theorem      156 165
Vector, length      270 303 425
Vector, linear combination      204
Vector, linear dependence      209
Vector, linear independence      209
Vector, negative      190
Vector, norm      303 425
Vector, orthogonal set of      271 307 431
Vector, orthonormal set of      271 307 431
Vector, projection on a subspace      278
Vector, scalar multiple      144
Vector, scalar multiplication      189
Vector, scalar product      157
Vector, spanning set of      204
Vector, subtraction      193
Vector, sum      143
Vector, terminal point      141
Vector, unit      145 304 426
Vector, unit vector      145 304
Vector, zero      142
Vector, zero vector      142
Wilkinson, J M      301
Winter, D J      408
wronskian      250
Zero, function      192
Zero, geometric vector      142
Zero, linear translomiution      343
Zero, matrix      36
Zero, n-tuple      188
Zero, polynomial      191 192
Zero, row      11
Zero, subspace      199
Zero, uniqueness of      194 197
Zero, vector      142
Zero, vector space      199
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