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Author ID: werner.caryn Recent zbMATH articles by "Werner, Caryn"
Published as: Werner, Caryn
Documents Indexed: 9 Publications since 1975, including 1 Book
Co-Authors: 15 Co-Authors with 2 Joint Publications
179 Co-Co-Authors

Citations contained in zbMATH Open

8 Publications have been cited 22 times in 17 Documents Cited by Year
A simply connected numerical Godeaux surface with ample canonical class. – Erratum. Zbl 0958.14023
Dolgachev, I.; Werner, C.
17
1999
A surface of general type with \(p_ g= q=0\), \(K^ 2=1\). Zbl 0830.14015
Werner, Caryn
7
1994
Sandpiles, spanning trees, and plane duality. Zbl 1327.05342
Chan, Melody; Glass, Darren; Macauley, Matthew; Perkinson, David; Werner, Caryn; Yang, Qiaoyu
5
2015
A four-dimensional deformation of a numerical Godeaux surface. Zbl 0952.14030
Werner, Caryn
4
1997
Branch curves for Campedelli double planes. Zbl 1143.14033
Werner, Caryn
3
2006
Surfaces of general type with \({K^2}={2\chi}-{1}\). Zbl 1327.14182
Werner, Caryn
1
2015
Algebraic geometry. A problem solving approach. Zbl 1263.14001
Garrity, Thomas; Belshoff, Richard; Boos, Lynette; Brown, Ryan; Lienert, Carl; Murphy, David; Navarra-Madsen, Junalyn; Poitevin, Pedro; Robinson, Shawn; Snyder, Brian; Werner, Caryn
1
2013
On surfaces with \(p_g = 0\) and \(K^2 = 5\). Zbl 1209.14032
Werner, Caryn
1
2010
Sandpiles, spanning trees, and plane duality. Zbl 1327.05342
Chan, Melody; Glass, Darren; Macauley, Matthew; Perkinson, David; Werner, Caryn; Yang, Qiaoyu
5
2015
Surfaces of general type with \({K^2}={2\chi}-{1}\). Zbl 1327.14182
Werner, Caryn
1
2015
Algebraic geometry. A problem solving approach. Zbl 1263.14001
Garrity, Thomas; Belshoff, Richard; Boos, Lynette; Brown, Ryan; Lienert, Carl; Murphy, David; Navarra-Madsen, Junalyn; Poitevin, Pedro; Robinson, Shawn; Snyder, Brian; Werner, Caryn
1
2013
On surfaces with \(p_g = 0\) and \(K^2 = 5\). Zbl 1209.14032
Werner, Caryn
1
2010
Branch curves for Campedelli double planes. Zbl 1143.14033
Werner, Caryn
3
2006
A simply connected numerical Godeaux surface with ample canonical class. – Erratum. Zbl 0958.14023
Dolgachev, I.; Werner, C.
17
1999
A four-dimensional deformation of a numerical Godeaux surface. Zbl 0952.14030
Werner, Caryn
4
1997
A surface of general type with \(p_ g= q=0\), \(K^ 2=1\). Zbl 0830.14015
Werner, Caryn
7
1994

Citations by Year