'Transmission probability' diaporamas de présentation

Efficient Contention Resolution Protocols for Selfish Agents

337 views • 33 slides

Network theory 101

463 views • 28 slides

JUAS 2014, Archamps, France Gas Flow, Conductance, Pressure Profile:

263 views • 26 slides

Mathematical Modelling of Healthcare Associated Infections

Mathematical Modelling of Healthcare Associated Infections. Theo Kypraios Division of Statistics, School of Mathematical Sciences. t.kypraios@nottingham.ac.uk http://www.maths.nott.ac.uk/~tk. Outline. Overview. Mathematical modelling. Concluding comments. Outline. Overview.

445 views • 23 slides

Scattering Theory of Conductance and Shot Noise

238 views • 23 slides

Mirjam Kretzschmar Centre for Infectious Disease Control, RIVM, and

393 views • 22 slides

One-Dimensional Scattering of Waves

One-Dimensional Scattering of Waves. One-Dimensional Scattering of Waves. 2006 Quantum Mechanics. Prof. Y. F. Chen. One-Dimensional Scattering of Waves. One-Dimensional Scattering of Waves.

317 views • 18 slides

Modelling the expected distribution of new HIV infections by exposure group

Modelling the expected distribution of new HIV infections by exposure group. Purpose. To understand the sources of new HIV infections and the importance of each To use this information for program planning. Methods. The spreadsheet uses the current prevalence of HIV infection

312 views • 16 slides

Lower Limits To Specific Contact Resistivity

Lower Limits To Specific Contact Resistivity. Depts. of 2 Materials and 3 ECE, University of California, Santa Barbara, CA. Ashish Baraskar 1 , Arthur C. Gossard 2,3 , Mark J. W. Rodwell 3 1 GLOBALFOUNDRIES, Yorktown Heights, NY.

417 views • 16 slides

Lecture 16 Tunneling

Lecture 16 Tunneling.

301 views • 16 slides

Modelling the expected distribution of new HIV infections by exposure group

Modelling the expected distribution of new HIV infections by exposure group. Purpose. To understand the sources of new HIV infections and the importance of each To use this information for program planning. Methods. The spreadsheet uses the current prevalence of HIV infection

228 views • 16 slides

Lower Limits To Specific Contact Resistivity

Lower Limits To Specific Contact Resistivity. Depts. of 2 Materials and 3 ECE, University of California, Santa Barbara, CA. Ashish Baraskar 1 , Arthur C. Gossard 2,3 , Mark J. W. Rodwell 3 1 GLOBALFOUNDRIES, Yorktown Heights, NY.

166 views • 16 slides

Unbound States

Unbound States. A review on calculations for the potential step. Quiz 10.23 Topics in Unbound States: The potential step. Two steps: The potential barrier and tunneling. Real-life examples: Alpha decay and other applications. A summary: Particle-wave propagation. today.

254 views • 13 slides