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Linear algebra / Matrix theory / Numerical linear algebra / Matrix / Inverse problem / Normal distribution / Peering / Kullback–Leibler divergence / Routing / Algebra / Mathematics / Statistics


An Information-Theoretic Approach to Traffic Matrix Estimation Yin Zhang Matthew Roughan Carsten Lund David Donoho
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Document Date: 2006-04-11 12:37:31


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File Size: 443,14 KB

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Company

Rocketfuel / Wide-Area Networks / Sprint / Computer-Communications Networks / Abovenet / /

Country

Germany / /

Currency

USD / /

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Facility

Stanford University / Research Stanford University / /

IndustryTerm

Internet Service Providers / medical imaging / Internet Exchange Points / maximum entropy algorithm / quadratic algorithms / large networks / measurement infrastructure / Internet General Terms Measurement / above algorithm / peer networks / little additional infrastructure / insight into alternative algorithms / software packages / backbone networks / gravity model solution / simplification to router / quadratic algorithm / Internet measurement community / implementation using modern optimization software / network measurement infrastructure / communications systems / autonomous systems / approximation to router / real Internet data / estimation algorithm / traffic engineering applications / forwarding tables within each router / /

MusicAlbum

PoP / /

NaturalFeature

Shannon / Di stream / Si stream / /

Organization

SNMP MIB / MMI SVD / Stanford University / /

Person

Michael Saunders / Zhang Matthew Roughan Carsten Lund / Multipoint As / Matthew Roughan Carsten Lund / /

Position

Poisson traffic model / Cao / Cao / Gaussian traffic model / Internet General / /

ProgrammingLanguage

MATLAB / /

SportsLeague

Stanford University / /

Technology

SNMP / quadratic algorithm / three algorithms / av / SVD-IPF algorithm / routing protocols / UDP / two algorithms / load balancing / maximum entropy algorithm / peer to peer / ISP / 3.4 Algorithm / estimation algorithm / medical imaging / /

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