N
Natasa Przulj
Researcher at University College London
Publications - 2
Citations - 1038
Natasa Przulj is an academic researcher from University College London. The author has contributed to research in topics: Gene & Gradient method. The author has an hindex of 1, co-authored 2 publications receiving 815 citations. Previous affiliations of Natasa Przulj include Barcelona Supercomputing Center & Mechanics' Institute.
Papers
More filters
Journal ArticleDOI
A global genetic interaction network maps a wiring diagram of cellular function
Michael Costanzo,Benjamin VanderSluis,Elizabeth N. Koch,Anastasia Baryshnikova,Carles Pons,Guihong Tan,Wen Wang,Matej Usaj,Julia Hanchard,Susan D. Lee,Vicent Pelechano,Erin B. Styles,Maximilian Billmann,Jolanda van Leeuwen,Nydia Van Dyk,Zhen Yuan Lin,Elena Kuzmin,Justin Nelson,Jeff S. Piotrowski,Tharan Srikumar,Sondra Bahr,Yiqun Chen,Raamesh Deshpande,Christoph F. Kurat,Sheena C. Li,Zhijian Li,Mojca Mattiazzi Usaj,Hiroki Okada,Natasha Pascoe,Bryan Joseph San Luis,Sara Sharifpoor,Emira Shuteriqi,Scott W. Simpkins,Jamie Snider,Harsha Garadi Suresh,Yizhao Tan,Hongwei Zhu,Noël Malod-Dognin,Vuk Janjić,Natasa Przulj,Natasa Przulj,Olga G. Troyanskaya,Igor Stagljar,Tian Xia,Tian Xia,Yoshikazu Ohya,Anne-Claude Gingras,Brian Raught,Michael Boutros,Lars M. Steinmetz,Lars M. Steinmetz,Claire Moore,Adam P. Rosebrock,Amy A. Caudy,Chad L. Myers,Brenda J. Andrews,Charles Boone +56 more
TL;DR: A global genetic interaction network highlights the functional organization of a cell and provides a resource for predicting gene and pathway function and how coherent sets of negative or positive genetic interactions connect protein complex and pathways to map a functional wiring diagram of the cell.
Journal ArticleDOI
Four algorithms to solve symmetric multi-type non-negative matrix tri-factorization problem
Rok Hribar,Timotej Hrga,Gregor Papa,Gašper Petelin,Janez Povh,Janez Povh,Natasa Przulj,Natasa Przulj,Natasa Przulj,Vida Vukašinović +9 more
TL;DR: In this article, the authors consider the symmetric multi-type non-negative matrix tri-factorization problem (SNMTF), which attempts to factorize several symmetric nonnegative matrices simultaneously.