Measuring the State of the Art of Automated Pathway Curation Using Graph Algorithms - A Case Study of the mTOR Pathway Michael Spranger Sucheendra K. Palaniappan Samik Ghosh Sony Computer Science

Source URL: aclweb.org

Pre-Calculus 7.6 – 7.8 Review Name State the transformations in order. Sketch the graph of the given trig function. State the Domain, Range, Asymptotes or Amplitude, and Period of the function.

Source URL: isite.lps.org

Unnatural Feature Engineering: Evolving Augmented Graph Grammars for Argument Diagrams Linting Xue North Carolina State University

Source URL: www.educationaldatamining.org

MISSREF State – as of 31 December 2013 MISSREF – documents in the RFC Editor queue that have normative references to other documents that have not yet been approved for publication. The following graph shows the numb

Source URL: www.rfc-editor.org

Journal of Object Technology Published by AITO — Association Internationale pour les Technologies Objets, © JOT 2011 Online at http://www.jot.fm. From UML 2 Sequence Diagrams to State Machines by Graph

Source URL: www.jot.fm

Using MVAPICH2-GDR for multi-GPU data parallel graph analytics T. James Lewis SYSTAP™, LLC © All Rights Reserved

Source URL: mug.mvapich.cse.ohio-state.edu

• Graph theory
• Mathematics
• Search algorithms
• Graph traversal
• Breadth-first search
• Vertex
• NP-complete problems
• Graph coloring
• Planar graphs
• Depth-first search

JMC 301 – Intermediate Reporting Spring 2016 Instructor: Maureen West, Arizona State University Location: Cronkite 354

Source URL: solutionsjournalism.org

• Journalism
• News media
• Observation
• News style
• Nut graph
• Lead paragraph
• Beat reporting
• Journalistic objectivity
• AP Stylebook
• Source
• Journalism ethics and standards
• Solutions journalism

The spectra of super line multigraphs Jay Bagga Department of Computer Science Ball State University Muncie, IN

Source URL: math.iit.edu

• Graph theory
• Mathematics
• Algebra
• Algebraic graph theory
• Matrices
• Matrix theory
• Adjacency matrix
• Line graph
• Graph
• Incidence matrix
• Regular graph
• Eigenvalues and eigenvectors

Automatic Abstraction Refinement for Generalized Symbolic Trajectory Evaluation ∗ Department Yan Chen∗, Yujing He∗ , Fei Xie∗ and Jin Yang† of Computer Science, Portland State University, Portland, OR 97207. {c

Source URL: www.mpi-sws.org

• Graph theory
• Mathematics
• Model checking
• Theoretical computer science
• Graph
• Binary decision diagram
• Tree
• Circuit
• Symbolic trajectory evaluation
• Signal-flow graph
• Topology

This article has been accepted for publication in a future issue of this journal, but has not been fully edited. Content may change prior to final publication. Citation information: DOITPAMI, IEEE T

Source URL: www2.ece.ohio-state.edu

• Graph theory
• Mathematics
• Graph
• Matching
• Ear decomposition
• Support vector machine
• Random walk
• Line graph
• Kernel method