Median Based Algorithm as an Entropy Function for Noise Detection in Wavelet Trees for Data Reconciliation

Paolo Mercorelli

Median Based Algorithm as an Entropy Function for Noise Detection in Wavelet Trees for Data Reconciliation

Publikation: Beiträge in Sammelwerken › Aufsätze in Sammelwerken › Forschung › begutachtet

Standard

Median Based Algorithm as an Entropy Function for Noise Detection in Wavelet Trees for Data Reconciliation. / Mercorelli, Paolo.

New Developments in Mathematics Research. Hrsg. / Natalie L. Clarke; Alex P. Ronson. New York : Nova Science Publishers, Inc., 2011. S. 85-104 (Mathematics research developments).

Publikation: Beiträge in Sammelwerken › Aufsätze in Sammelwerken › Forschung › begutachtet

Harvard

Mercorelli, P 2011, Median Based Algorithm as an Entropy Function for Noise Detection in Wavelet Trees for Data Reconciliation. in NL Clarke & AP Ronson (Hrsg.), New Developments in Mathematics Research. Mathematics research developments, Nova Science Publishers, Inc., New York, S. 85-104.

APA

Mercorelli, P. (2011). Median Based Algorithm as an Entropy Function for Noise Detection in Wavelet Trees for Data Reconciliation. in N. L. Clarke, & A. P. Ronson (Hrsg.), New Developments in Mathematics Research (S. 85-104). (Mathematics research developments). Nova Science Publishers, Inc..

Vancouver

Mercorelli P. Median Based Algorithm as an Entropy Function for Noise Detection in Wavelet Trees for Data Reconciliation. in Clarke NL, Ronson AP, Hrsg., New Developments in Mathematics Research. New York: Nova Science Publishers, Inc. 2011. S. 85-104. (Mathematics research developments).

Bibtex

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title = "Median Based Algorithm as an Entropy Function for Noise Detection in Wavelet Trees for Data Reconciliation",

abstract = "Book Description: This new book presents current research in the field of mathematics. Topics discussed include an algorithm for the evaluation of the gamma function and ramifications; median based algorithms as an entropy function for noise detection in wavelet trees for data reconciliation; monotone nozzle shape by direct method; a discrete time inventory system with DMAP demands and the variational minimizing characterization for spatial restricted N+1-body problems. (Imprint: Nova Press) ",

keywords = "Engineering",

author = "Paolo Mercorelli",

note = "Selected paper from the {"}International Journal of Mathematics, Game Theory and Algebra{"} also published in this anthology of the same publisher.",

year = "2011",

language = "English",

isbn = "978-1-61324-252-0",

series = "Mathematics research developments",

publisher = "Nova Science Publishers, Inc.",

pages = "85--104",

editor = "Clarke, {Natalie L. } and Ronson, {Alex P. }",

booktitle = "New Developments in Mathematics Research",

address = "United States",

}

RIS

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T1 - Median Based Algorithm as an Entropy Function for Noise Detection in Wavelet Trees for Data Reconciliation

AU - Mercorelli, Paolo

N1 - Selected paper from the "International Journal of Mathematics, Game Theory and Algebra" also published in this anthology of the same publisher.

PY - 2011

Y1 - 2011

N2 - Book Description: This new book presents current research in the field of mathematics. Topics discussed include an algorithm for the evaluation of the gamma function and ramifications; median based algorithms as an entropy function for noise detection in wavelet trees for data reconciliation; monotone nozzle shape by direct method; a discrete time inventory system with DMAP demands and the variational minimizing characterization for spatial restricted N+1-body problems. (Imprint: Nova Press)

AB - Book Description: This new book presents current research in the field of mathematics. Topics discussed include an algorithm for the evaluation of the gamma function and ramifications; median based algorithms as an entropy function for noise detection in wavelet trees for data reconciliation; monotone nozzle shape by direct method; a discrete time inventory system with DMAP demands and the variational minimizing characterization for spatial restricted N+1-body problems. (Imprint: Nova Press)

KW - Engineering

M3 - Contributions to collected editions/anthologies

SN - 978-1-61324-252-0

T3 - Mathematics research developments

SP - 85

EP - 104

BT - New Developments in Mathematics Research

A2 - Clarke, Natalie L.

A2 - Ronson, Alex P.

PB - Nova Science Publishers, Inc.

CY - New York

ER -