Algebraic Fields

1,037 books
An introduction to abstract algebraCyrus Colton MacDuffee
⏱ 5h 3m

An introduction to abstract algebra

Cyrus Colton MacDuffee

1940303 pp.
Algebraic numbersSerge Lang
⏱ 2h 43m

Algebraic numbers

Serge Lang

1964163 pp.
Algebraische Theorie der KörperErnst Steinitz
⏱ 2h 56m

Algebraische Theorie der Körper

Ernst Steinitz

1930176 pp.
QuadraticsRichard A. Mollin
⏱ 7h 0m

Quadratics

Richard A. Mollin

2018420 pp.
Period domains over finite and p-adic fieldsJean-François Dat
⏱ 6h 12m

Period domains over finite and p-adic fields

Jean-François Dat

2010372 pp.
Algebraic number theorySerge Lang
⏱ 5h 54m

Algebraic number theory

Serge Lang

1970354 pp.
The elements of the theory of algebraic numbersLegh Wilber Reid
⏱ 7h 54m

The elements of the theory of algebraic numbers

Legh Wilber Reid

1910474 pp.
Abelian l̳-adic representations and elliptic curvesJean-Pierre Serre
⏱ 3h 0m

Abelian l̳-adic representations and elliptic curves

Jean-Pierre Serre

1968180 pp.
Number fieldsDaniel A. Marcus
⏱ 4h 48m

Number fields

Daniel A. Marcus

1977288 pp.
Introduction to finite fields and their applicationsRudolf Lidl
⏱ 6h 47m

Introduction to finite fields and their applications

Rudolf Lidl

1986407 pp.
Analysis in positive characteristicAnatoly N. Kochubei
⏱ 3h 30m

Analysis in positive characteristic

Anatoly N. Kochubei

2009210 pp.
Field ArithmeticMichael D. D. Fried
⏱ 10h 38m

Field Arithmetic

Michael D. D. Fried

2005638 pp.
Algebraic numbers and algebraic functionsP. M. Cohn
⏱ 3h 24m

Algebraic numbers and algebraic functions

P. M. Cohn

1991204 pp.
Rings with minimum conditionEmil Artin
⏱ 2h 3m

Rings with minimum condition

Emil Artin

1944123 pp.
Introduction to field theoryIain T. Adamson
⏱ 3h 12m

Introduction to field theory

Iain T. Adamson

1964192 pp.
Diophantineequations over function fieldsR. C. Mason
⏱ 2h 5m

Diophantineequations over function fields

R. C. Mason

1984125 pp.
Theory of ringsI. N. Herstein
⏱ 2h 59m

Theory of rings

I. N. Herstein

1961179 pp.
The theory of ringsNathan Jacobson
⏱ 2h 30m

The theory of rings

Nathan Jacobson

1943150 pp.
Non-commutative ringsRichard Brauer
⏱ 2h 18m

Non-commutative rings

Richard Brauer

1956138 pp.
Rings, fields, and groupsR. B. J. T. Allenby
⏱ 4h 54m

Rings, fields, and groups

R. B. J. T. Allenby

1983294 pp.
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