'Degree 1' diaporamas de présentation

ddBall: Spotting A n o m a l i e s in Weighted Graphs

ddBall: Spotting A n o m a l i e s in Weighted Graphs. Leman Akoglu , Mary McGlohon , Christos Faloutsos Carnegie Mellon University School of Computer Science Pittsburgh, Pennsylvania, USA. Motivation. Anomaly detection in networks (graph data) has important applications:

677 views • 58 slides

ddBall: Spotting A n o m a l i e s in Weighted Graphs

ddBall: Spotting A n o m a l i e s in Weighted Graphs. Leman Akoglu , Mary McGlohon , Christos Faloutsos Carnegie Mellon University School of Computer Science Pittsburgh, Pennsylvania, USA. Motivation. Anomaly detection in networks (graph data) has important applications:

721 views • 58 slides

Tornado Codes, with Applications to Reliable Multicast

579 views • 47 slides

IGCP565 and AfricaArray Workshop

560 views • 47 slides

15-251

633 views • 43 slides

Arrays (1)

Arrays (1). Objectives. Arrays in C++ Implementation PolyNomial Sparse Matrix Representation String. Arrays in C++. Array: a set of index and value Data structure For each index, there is a value associated with that index. Representation Implemented by using consecutive memory.

482 views • 38 slides

Is Everybody Really Leaving Michigan?

371 views • 28 slides

Connecticut Algebra One for All

Connecticut Algebra One for All. Tier One Professional Development Presented by the Connecticut State Department of Education. Background. Secondary School Redesign Engagement 21 st Century Skills Rigor Models for Curriculum Algebra One for All is the first model curriculum. Purpose.

461 views • 26 slides

Ashe County Middle School

Ashe County Middle School. About Me.

333 views • 26 slides

EPAS Presentation Educational Planning & Assessment System

366 views • 25 slides

Graphbots: Mobility in Discrete Spaces

Sharon Lahav. Graphbots: Mobility in Discrete Spaces. Mobility in Discrete Spaces. Move beyond robots with simple geometries (polygonal structure). Move beyond simple spaces (planar region containing polygonal obstacles). Teams of robots that operate in discrete spaces like graphs.

356 views • 25 slides

Warm Up 4-28-08 Evaluate each expression for the given value of x .

433 views • 25 slides

Nan Zhang, Wei Leng, Shijie Zhong, Department of Physics, University of Colorado at Boulder

An 1-2-1 model for mantle structure evolution and its implications for mantle seismic and compositional structures and supercontinent process. Nan Zhang, Wei Leng, Shijie Zhong, Department of Physics, University of Colorado at Boulder Zheng-Xiang Li,

412 views • 24 slides

8 th Grade Parent Night

358 views • 18 slides

Section 5.7 Solving recurrence relations

423 views • 18 slides

Brooklyn College 2006 Student Profile

Brooklyn College 2006 Student Profile. Office of the AVP for Finance,Budget, and Planning / Comptroller. Who are our students?. Degree Status. Undergraduates 12,111 76% Graduate Students 3,836 24% Fall 2006 Total 15,947 100% . Degree Seeking. Degree 14,763 93%

245 views • 17 slides

The Potential to Estimate Ocean Thermal Expansion by Combining GRACE and Satellite Altimetry

The Potential to Estimate Ocean Thermal Expansion by Combining GRACE and Satellite Altimetry. Don P. Chambers Center for Space Research The University of Texas at Austin Understanding Sea-Level Rise and Variability 6-9 June, 2006 Paris, France. GOALS.

349 views • 16 slides

Bell Ringer

Bell Ringer. In elementary school, you learned long division. Describe, in detail, how to divide 232 by 4 without a calculator. Dividing Polynomials. Tuesday, September 16, 2014. Long Division. For Polynomials.

213 views • 13 slides

Do Now 2/22/10

189 views • 13 slides

Slant Asymptotes

Slant Asymptotes. Consider a rational function whose denominator is of degree 1 or greater. If the degree of the numerator is exactly one more then the degree of the denominator, the graph of the function has a slant (or oblique) asymptote For example, the graph of. has a slant asymptote.

354 views • 5 slides