Browse ORBi

- What it is and what it isn't
- Green Road / Gold Road?
- Ready to Publish. Now What?
- How can I support the OA movement?
- Where can I learn more?

ORBi

Fermat's Last Theorem (Worksheet for pupils) Perucca, Antonella Learning material (n.d.) Detailed reference viewed: 44 (1 UL)Kummer theory for finite fields and p-adic fields Perissinotto, Flavio ; Perucca, Antonella E-print/Working paper (n.d.) Let K be a finite field or a finite extension of Qp for some prime number p. If G is a finitely generated subgroup of K*, then we can consider the degree of the cyclotomic-Kummer extension K(\zeta_N ... [more ▼] Let K be a finite field or a finite extension of Qp for some prime number p. If G is a finitely generated subgroup of K*, then we can consider the degree of the cyclotomic-Kummer extension K(\zeta_N, \sqrt[n]{G})/K, where n divides N. If K is a finite field, then we give a closed formula for the degree, while if K is a p-adic field, then we describe a strategy to compute the degree. [less ▲] Detailed reference viewed: 84 (4 UL)One dog, one cat, one mouse (mathematical exhibit) Perucca, Antonella Diverse speeches and writings (n.d.) Detailed reference viewed: 28 (2 UL)Unconscious assumptions in mathematical examples Perucca, Antonella E-print/Working paper (n.d.) Detailed reference viewed: 36 (6 UL)The Multiplication Tables Puzzle Perucca, Antonella Diverse speeches and writings (n.d.) Detailed reference viewed: 28 (1 UL)Saddle point walk Perucca, Antonella Diverse speeches and writings (n.d.) Detailed reference viewed: 12 (0 UL)Beware proportions Perucca, Antonella ; Ronk, Pit Ferdy E-print/Working paper (n.d.) Detailed reference viewed: 41 (8 UL)Creativity Backstage Perucca, Antonella Diverse speeches and writings (n.d.) Detailed reference viewed: 30 (2 UL) |
||