Add to ORKGAbstract. We study strong approximation for some algebraic varieties over Q which are defined using norm forms. This allows us to confirm a special case of a conjecture due to Harpaz and Wittenberg. Content
AbstractWe give a short proof of the Approximation Conjecture with complex coefficients for amenable...
Algebraic numbers can approximate and classify any real number. Here, the author gathers together re...
The problem is considered of approximating continuous functions in the uniform norm by rational func...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We introduce descent methods to the study of strong approximation on algebraic varieties. We apply t...
Let P(t) ∈ ℚ[t] be an irreducible quadratic polynomial and suppose that K is a quartic extension of ...
Let P(t) ∈ ℚ[t] be an irreducible quadratic polynomial and suppose that K is a quartic extension of ...
AbstractIt is well-known that weak approximation holds for a large class of semisimple groups over g...
International audienceWe extend the decomposition theorem for numerically K-trivial varieties with l...
Algebraic systems with partial operations have different ways to interpret equality between two term...
International audienceWe extend the decomposition theorem for numerically K-trivial varieties with l...
AbstractWe give a short proof of the Approximation Conjecture with complex coefficients for amenable...
Algebraic numbers can approximate and classify any real number. Here, the author gathers together re...
The problem is considered of approximating continuous functions in the uniform norm by rational func...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We study strong approximation for some algebraic varieties over Q which are defined using norm forms...
We introduce descent methods to the study of strong approximation on algebraic varieties. We apply t...
Let P(t) ∈ ℚ[t] be an irreducible quadratic polynomial and suppose that K is a quartic extension of ...
Let P(t) ∈ ℚ[t] be an irreducible quadratic polynomial and suppose that K is a quartic extension of ...
AbstractIt is well-known that weak approximation holds for a large class of semisimple groups over g...
International audienceWe extend the decomposition theorem for numerically K-trivial varieties with l...
Algebraic systems with partial operations have different ways to interpret equality between two term...
International audienceWe extend the decomposition theorem for numerically K-trivial varieties with l...
AbstractWe give a short proof of the Approximation Conjecture with complex coefficients for amenable...
Algebraic numbers can approximate and classify any real number. Here, the author gathers together re...
The problem is considered of approximating continuous functions in the uniform norm by rational func...