EUCLIDEAN QUADRATIC FORMS AND ADC-EXTENSIONS PETE L. CLARK Abstract. A classical result, often called the Davenport-Cassels Theorem, gives a sufficient condition for an integral quadratic form to integrally represent eve - Classical field theory - Document - PDFSEARCH.IO

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	EUCLIDEAN QUADRATIC FORMS AND ADC-EXTENSIONS PETE L. CLARK Abstract. A classical result, often called the Davenport-Cassels Theorem, gives a sufficient condition for an integral quadratic form to integrally represent eve Add to Reading List Document Date: 2010-09-06 04:13:12 Open Document File Size: 181,30 KB Share Result on Facebook City Davenport / / Company MathOverflow.net / / / Facility University of Georgia / / Organization Department of Mathematics / University of Georgia / Athens / / Person PETE L. CLARK / Bjorn Poonen / L. Aubry / / / Position amateur mathematician / / ProvinceOrState Georgia / / Technology ADC / pdf / / URL MathOverflow.net / http / SocialTag Linear algebra Quadratic forms Ring theory Algebraic number theory Real algebraic geometry Euclidean domain Quadratic polynomial Algebraic number field Quadratic equation Algebra

EUCLIDEAN QUADRATIC FORMS AND ADC-EXTENSIONS PETE L. CLARK Abstract. A classical result, often called the Davenport-Cassels Theorem, gives a sufficient condition for an integral quadratic form to integrally represent eveAdd to Reading List