TWISTS OF X(7) AND PRIMITIVE SOLUTIONS TO x2 y 3 = z 7 BJORN POONEN, EDWARD F. SCHAEFER, AND MICHAEL STOLL Abstract. We find the primitive integer solutions to x2 y 3 = z 7 . A nonabelian descent argument involving t - F-theory - Document - PDFSEARCH.IO

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	TWISTS OF X(7) AND PRIMITIVE SOLUTIONS TO x2 + y 3 = z 7 BJORN POONEN, EDWARD F. SCHAEFER, AND MICHAEL STOLL Abstract. We find the primitive integer solutions to x2 + y 3 = z 7 . A nonabelian descent argument involving t Add to Reading List Document Date: 2008-07-06 19:05:58 Open Document File Size: 555,83 KB Share Result on Facebook City Granville / / Company Gm / Hurwitz group / X(7) AND PRIMITIVE SOLUTIONS / / Currency pence / / IndustryTerm nontrivial primitive solution / integer solution / finite / primitive integer solutions / Primitive solutions / multiplicative / monster / large solutions / nontrivial primitive solutions / / Person MICHAEL STOLL / EDWARD F. SCHAEFER / / / Position low conductor / p-adic valuation vp / vp / conductor / / ProvinceOrState South Carolina / / SocialTag Algebraic curves Group theory Algebraic number theory Elliptic curve J-invariant Algebraic number field Modular curve Μ operator Classical modular curve Abstract algebra

TWISTS OF X(7) AND PRIMITIVE SOLUTIONS TO x2 + y 3 = z 7 BJORN POONEN, EDWARD F. SCHAEFER, AND MICHAEL STOLL Abstract. We find the primitive integer solutions to x2 + y 3 = z 7 . A nonabelian descent argument involving tAdd to Reading List