Add to ORKGWe construct families of smooth affine surfaces with pairwise non isomorphic A 1-cylinders but whose A 2-cylinders are all isomorphic. These arise as complements of cuspidal hyperplane sections of smooth projective cubic surfaces
Abstract. We show that the generic fiber of a family f: X → S of smooth A1-ruled affine surfaces alw...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
於 城崎国際アートセンター(2019年10月21日-10月25日)2019年度科学研究費補助金 基盤研究(S)(課題番号15H05738, 代表 金銅誠之), 2019年度科学研究費補助金 基盤研究(...
We construct families of smooth affine surfaces with pairwise non isomorphic A 1-cylinders but whose...
International audienceWe show that all complements of cuspidal hyperplane sections of smooth project...
International audienceWe describe a method to construct hypersurfaces of the complex affine $n$-spac...
International audienceThe Zariski Cancellation problem for smooth affine surfaces asks whether two s...
International audienceWe address a variant of Zariski Cancellation Problem, asking whether two varie...
This is a complete version of the paper divided initially in two partsThe celebrated Zariski Cancell...
AbstractA well-known cancellation problem asks when, for two algebraic varieties V1,V2⊆Cn, the isomo...
Let K be an arbitrary field of characteristic 0, and An the n-dimensional affine space over K. A wel...
The celebrated Zariski Cancellation Problem asks as to when the existence of an isomorphism $X\times...
A well-known cancellation problem asks when, for two algebraic varieties V1, V2 ⊆ Cn, the isomorphis...
We give a general structure theorem for affine A 1-fibrations on smooth quasi-projective surfaces. A...
The affine cancellation problem, which asks whether complex affine varieties with isomorphic cylinde...
Abstract. We show that the generic fiber of a family f: X → S of smooth A1-ruled affine surfaces alw...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
於 城崎国際アートセンター(2019年10月21日-10月25日)2019年度科学研究費補助金 基盤研究(S)(課題番号15H05738, 代表 金銅誠之), 2019年度科学研究費補助金 基盤研究(...
We construct families of smooth affine surfaces with pairwise non isomorphic A 1-cylinders but whose...
International audienceWe show that all complements of cuspidal hyperplane sections of smooth project...
International audienceWe describe a method to construct hypersurfaces of the complex affine $n$-spac...
International audienceThe Zariski Cancellation problem for smooth affine surfaces asks whether two s...
International audienceWe address a variant of Zariski Cancellation Problem, asking whether two varie...
This is a complete version of the paper divided initially in two partsThe celebrated Zariski Cancell...
AbstractA well-known cancellation problem asks when, for two algebraic varieties V1,V2⊆Cn, the isomo...
Let K be an arbitrary field of characteristic 0, and An the n-dimensional affine space over K. A wel...
The celebrated Zariski Cancellation Problem asks as to when the existence of an isomorphism $X\times...
A well-known cancellation problem asks when, for two algebraic varieties V1, V2 ⊆ Cn, the isomorphis...
We give a general structure theorem for affine A 1-fibrations on smooth quasi-projective surfaces. A...
The affine cancellation problem, which asks whether complex affine varieties with isomorphic cylinde...
Abstract. We show that the generic fiber of a family f: X → S of smooth A1-ruled affine surfaces alw...
International audienceLet (S, B) be the log pair associated with a projective completion of a smooth...
於 城崎国際アートセンター(2019年10月21日-10月25日)2019年度科学研究費補助金 基盤研究(S)(課題番号15H05738, 代表 金銅誠之), 2019年度科学研究費補助金 基盤研究(...