The main stimulus for preparing this new edition was the lively development of the subject
since the publication of the first edition in 2011. I have tried to incorporate the new results as …

In this paper we expose the impact of the fundamental discovery, made by Erik Andersen
and László Lempert in 1992, that the group generated by shears is dense in the group of …

We prove that a Stein manifold of dimension d admits a proper holomorphic embedding into
any Stein manifold of dimension at least 2 d+ 1 satisfying the holomorphic density property …

We present modified versions of existing criteria for the density property and the volume
density property of complex manifolds. We apply these methods to show the (volume) …

1 Introduction Page 1 PROPER HOLOMORPHIC IMMERSIONS INTO STEIN MANIFOLDS
WITH THE DENSITY PROPERTY By FRANC FORSTNERIˇC Abstract. In this paper we prove …

In this paper we generalize the algebraic density property to not necessarily smooth affine
varieties relative to some closed subvariety containing the singular locus. This property …

Let X be a connected affine homogenous space of a linear algebraic group G over C C.(1) If
X is different from a line or a torus we show that the space of all algebraic vector fields on X …

This article gives a short introduction into the notions of density property (DP) and volume
density property (VDP). Moreover we develop an effective criterion of verifying whether a …

We generalize the notion of the density property for complex manifolds to holomorphic
fibrations, and introduce the notion of the fibred density property. We prove that the natural …

We give a full description of the Lie algebra generated by locally nilpotent derivations (short
LNDs) on smooth Danielewski surfaces $ D_p $ given by $ xy= p (z) $. In case $\mathrm …