《An Introduction to The Modern Theory of Equations》求取 ⇩

CHAPTER Ⅰ SOME ELEMENTARY PROPERTIES OF EQUATIONS,1-261

CHAPTER Ⅱ ELEMENTARY TRANSFORMATIONS OF EQUATIONS,27-3631

CHAPTER Ⅲ LOCATION OF THE ROOTS OF AN EQUATION,37-6143

CHAPTER Ⅳ APPROXIMATION TO THE ROOTS OF NUMERICAL EQUATIONS,52-5860

CHAPTER Ⅴ THE ALGEBRAIC SOLUTION OF THE CUBIC AND QUARTIC,59-6268

CHAPTER Ⅵ SOLUTION OF BINOMIAL EQUATIONS AND RECIPROCAL EQUATIONS,63-6774

CHAPTER Ⅶ SYMMETRIC FUNCTIONS OF THE ROOTS,68-7184

CHAPTER Ⅷ ELIMINATION,72-7792

CHAPTER Ⅸ THE HOMOGRAPHIC AND THE TSCHIRNHAUSEN TRANSFORMATIONS,78-8099

CHAPTER Ⅹ ON SUBSTITUTIONS,81-93104

CHAPTER Ⅺ SUBSTITUTION-GROUPS,94-113112

CHAPTER Ⅻ RESOLVENTS OF LAGRANGE,114-119129

CHAPTER ⅩⅢ THE GALOIS THEORY OP ALGEBRAIC NUMBERS.REDUCIBILITY,120-139134

CHAPTER ⅩⅣ NORMAL DOMAINS,140-159150

CHAPTER ⅩⅤ REDUCTION OF THE GALOIS RESOLVENT BY ADJUNCTION,160-166174

CHAPTER ⅩⅥ THE SOLUTION OF EQUATIONS VIEWED FROM THE STANDPOINT OF THE GALOIS THEORY,167-169184

CHAPTER ⅩⅦ CYCLIC EQUATIONS,170-183187

CHAPTER ⅩⅧ ABELIAN EQUATIONS,184-189210

CHAPTER ⅩⅨ THE ALGEBRAIC SOLUTION OF EQUATIONS,190-201219

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