We show that some of the properties of log canonical centres of a log canonical pair also hold for certain subvarieties that are close to being a log canonical centre. As a consequence, we obtain that, in working with deformations of pairs where all the coefficients of the boundary divisor are bigger than 1/2, embedded points never appear on the boundary divisor
Abstract. We investigate the semiampleness of the positive part of CKM Zariski decompositions of big...
Abstract. In this paper, we initiate our investigation of log canonical models for (Mg, αδ) as we de...
Abstract. We prove Kollár’s effective base point free theorem for log canonical pairs. Content
AbstractWe show that if (X,B) is a log canonical pair with dimX⩾d+2, whose non-klt centers have dime...
We prove that the target space of an extremal Fano contraction from a log canonical pair has only lo...
In this paper, we initiate our investigation of log canonical models for ((M) over barg, alpha delta...
Abstract. We extend a subadjunction formula of log canonical divisors as in [Kawamata, Contemp. Math...
We introduce a diophantine property of a log canonical algebra, and use it to describe the restricti...
Abstract. We give a new proof to the base point free theorem for log canonical pairs
The moduli of stable log varieties or stable pairs \((X,D)\) are the higher dimensional analogue of ...
We prove that one can run the log minimal model program for log canonical 3-fold pairs in characteri...
We first construct compatible actions of the product of the unit interval and the unit circle as a m...
We prove, under suitable conditions, that there exist wall-crossing and reduction morphisms for modu...
We prove that every quasi-log canonical pair has only Du Bois singularities. Note that our arguments...
Abstract. We classify log-canonical pairs (X,∆) of dimension two with KX+∆ an ample Cartier divisor ...
Abstract. We investigate the semiampleness of the positive part of CKM Zariski decompositions of big...
Abstract. In this paper, we initiate our investigation of log canonical models for (Mg, αδ) as we de...
Abstract. We prove Kollár’s effective base point free theorem for log canonical pairs. Content
AbstractWe show that if (X,B) is a log canonical pair with dimX⩾d+2, whose non-klt centers have dime...
We prove that the target space of an extremal Fano contraction from a log canonical pair has only lo...
In this paper, we initiate our investigation of log canonical models for ((M) over barg, alpha delta...
Abstract. We extend a subadjunction formula of log canonical divisors as in [Kawamata, Contemp. Math...
We introduce a diophantine property of a log canonical algebra, and use it to describe the restricti...
Abstract. We give a new proof to the base point free theorem for log canonical pairs
The moduli of stable log varieties or stable pairs \((X,D)\) are the higher dimensional analogue of ...
We prove that one can run the log minimal model program for log canonical 3-fold pairs in characteri...
We first construct compatible actions of the product of the unit interval and the unit circle as a m...
We prove, under suitable conditions, that there exist wall-crossing and reduction morphisms for modu...
We prove that every quasi-log canonical pair has only Du Bois singularities. Note that our arguments...
Abstract. We classify log-canonical pairs (X,∆) of dimension two with KX+∆ an ample Cartier divisor ...
Abstract. We investigate the semiampleness of the positive part of CKM Zariski decompositions of big...
Abstract. In this paper, we initiate our investigation of log canonical models for (Mg, αδ) as we de...
Abstract. We prove Kollár’s effective base point free theorem for log canonical pairs. Content