As a continuation of the recent results of Y Lee and the second author [5] and the authors [6], we construct a simply connected minimal complex surface of general type with p(g) = 0 and K-2 = 4 by using a rational blow-down surgery and Q-Gorenstein smoothing theory.X1124sciescopu
35 pages, 2 figures. Final version, to appear in the Osaka Journal of MathematicsWe construct a conn...
This is the text of a lecture given at 2 workshops at the Univ. of Utah in Nov 1989 and the Univ. of...
We construct a connected, irreducible component of the moduli space of minimal surfaces of general t...
As a continuation of the recent results of Y Lee and the second author [5] and the authors [6], we c...
Abstract. We construct a new minimal complex surface of general type with pg = 0, K2 = 2 and H1 = Z/...
Abstract. We present methods to construct interesting surfaces of general type via Q-Gorenstein smoo...
AbstractLet S be a minimal surface of general type with p_g(S)=0 and K_s2⩾3 for which the bicanonica...
ABSTRACT. We construct a simply connected minimal complex surface of general type with pg = 0 and K2...
We give families of examples of surfaces of general type X with pg=0, K2=1 double covered by surface...
We prove that a complex surface S with irregularity q(S)=5 that has no irrational pencil of genus >1...
We construct a new family of smooth minimal surfaces of general type with K-2 = 7 and p(g) = 0. We s...
Abstract. Minimal irregular surfaces of general type satisfy K2 ≥ 2pg (see [9]). In this paper we cl...
Let S be a minimal surface of general type with pg(S) = 0 K-S(2) =5. We prove that S is a Burniat su...
We construct a new family of smooth minimal surfaces of general type with K2 = 7 and pg = 0. We show...
Abstract. Let S be a minimal surface of general type with pg(S) = q(S) = 0 having an involution σ o...
35 pages, 2 figures. Final version, to appear in the Osaka Journal of MathematicsWe construct a conn...
This is the text of a lecture given at 2 workshops at the Univ. of Utah in Nov 1989 and the Univ. of...
We construct a connected, irreducible component of the moduli space of minimal surfaces of general t...
As a continuation of the recent results of Y Lee and the second author [5] and the authors [6], we c...
Abstract. We construct a new minimal complex surface of general type with pg = 0, K2 = 2 and H1 = Z/...
Abstract. We present methods to construct interesting surfaces of general type via Q-Gorenstein smoo...
AbstractLet S be a minimal surface of general type with p_g(S)=0 and K_s2⩾3 for which the bicanonica...
ABSTRACT. We construct a simply connected minimal complex surface of general type with pg = 0 and K2...
We give families of examples of surfaces of general type X with pg=0, K2=1 double covered by surface...
We prove that a complex surface S with irregularity q(S)=5 that has no irrational pencil of genus >1...
We construct a new family of smooth minimal surfaces of general type with K-2 = 7 and p(g) = 0. We s...
Abstract. Minimal irregular surfaces of general type satisfy K2 ≥ 2pg (see [9]). In this paper we cl...
Let S be a minimal surface of general type with pg(S) = 0 K-S(2) =5. We prove that S is a Burniat su...
We construct a new family of smooth minimal surfaces of general type with K2 = 7 and pg = 0. We show...
Abstract. Let S be a minimal surface of general type with pg(S) = q(S) = 0 having an involution σ o...
35 pages, 2 figures. Final version, to appear in the Osaka Journal of MathematicsWe construct a conn...
This is the text of a lecture given at 2 workshops at the Univ. of Utah in Nov 1989 and the Univ. of...
We construct a connected, irreducible component of the moduli space of minimal surfaces of general t...
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