Cubic Fields with Geometry PDFVQNZNS2

URI	`m2://res/PDFVQNZNS2`
Kind	monograph
Creators	Samuel A. Hambleton, Hugh C. Williams
Date	2018
MSC	11-02, 11D25, 11D59, 11H50, 11Y40, 11Y65, 14Q10, 11R16
Scope	in

Expressions

e1: edition

Language	en
Date	2018
Ids	DOI 10.1007/978-3-030-01404-9, zbl 1451.11001, zbl_id 6967934

m1: print, Springer International Publishing, 2018 (record). isbn 9783030014025, isbn 9783030014049

Relations

part_of CMS Books in Mathematics

References

not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
A Course in Computational Algebraic Number Theory (e1)
Advanced Topics in Computional Number Theory (e1)
A Classical Invitation to Algebraic Numbers and Class Fields (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
A Classical Introduction to Modern Number Theory (e1)
Solving the Pell Equation (e1)
not resolved (e1)
Algebraic Number Theory (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Number Fields (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
A Course in Computational Algebraic Number Theory (e1)
Advanced Topics in Computional Number Theory (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
A Classical Introduction to Modern Number Theory (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Advanced Topics in Computional Number Theory (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Solving the Pell Equation (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Pell’s Equation (e1)
not resolved (e1)
not resolved (e1)
A Course in Computational Algebraic Number Theory (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Solving the Pell Equation (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
The Arithmetic of Elliptic Curves (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
The Jacobi-Perron Algorithm Its Theory and Application (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
A Course in Computational Algebraic Number Theory (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Solving the Pell Equation (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Solving the Pell Equation (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Algebraic Geometry for Scientists and Engineers (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Elementary Algebraic Geometry (e1)
Solving the Pell Equation (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
Rational Points on Elliptic Curves (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)
not resolved (e1)

Catalogue records

springer-series: 10.1007/978-3-030-01404-9 (work)
zbmath_search: 6967934 (work)