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Wild Primes of a Higher Degree Self-Equivalence of a Number Field

100%

Czogała A., Rothkegel B., Sładek A.

Annales Mathematicae Silesianae

2016

tom 30

nr 1

17-38

Let ℓ > 2 be a prime number. Let K be a number field containing a unique ℓ-adic prime and assume that its class is an ℓth power in the class group CK. The main theorem of the paper gives a sufficient condition for a finite set of primes of K to be the wild set of some Hilbert self-equivalence of K of degree ℓ.

Co-fibered products of algebraic curves

52%

Bogomolov F., Tschinkel Y.

Open Mathematics

2009

tom 7

nr 3

382-386

We give examples of failure of the existence of co-fibered products in the category of algebraic curves.

Ograniczanie wyników

1 Annales Mathematicae Silesianae

1 Open Mathematics

1 Bogomolov F.

1 Czogała A.

1 Rothkegel B.

1 Sładek A.

1 Tschinkel Y.

1 2016

1 2009

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Wild Primes of a Higher Degree Self-Equivalence of a Number Field

Co-fibered products of algebraic curves