Publications related to Geometric distribution

Transport at basin scales: 1. Theoretical framework

Andrea Rinaldo, Enrico Bertuzzo, Gianluca Botter

The paper describes the theoretical framework for a class of general continuous models of the hydrologic response including both flow and transport of reactive solutes. The approach orders theoretical results appeared in disparate fields into a coherent th ...

2006

Kurtosis Constraints In Communication Over Fading Channels

Emre Telatar, Sibi Raj Bhaskaran Pillai

The kurtosis of a signal is a quantitative measure of how `peaky' it is. In this paper we consider two scenarios of communication over fading channels with kurtosis constraints: in the first, we analyze a non-coherent Rayleigh fading channel where the inpu ...

2006

Perfect Simulations for Random Trip Mobility Models

Jean-Yves Le Boudec, Milan Vojnovic, Santashil Palchaudhuri

The random trip model was recently proposed as a generic mobility model that contains many particular mo-bility models, including the widely-known random waypoint and random walks, and accommodates more realistic sce-narios. The probability distribution of ...

2005

A Note on the Stochastic Bias of Some Increase-Decrease Congestion Cont rols: HighSpeed TCP Case Study

Jean-Yves Le Boudec, Milan Vojnovic

We consider increase-decrease congestion controls, a formulation that accommodates many known congestion controls. There have been many works that aim to obtain relation between the loss-event rate

\fpp

and time-average window

\taw

for some known parti ...

2003

A Note on the Stochastic Bias of Some Increase-Decrease Congestion Controls: HighSpeed TCP Case Study

Jean-Yves Le Boudec, Milan Vojnovic

We consider increase-decrease congestion controls, a formulation that accommodates many known congestion controls. There have been many works that aim to obtain relation between the loss-event rate

\fpp

and time-average window

\taw

for some known parti ...

2002

Pricing Swaptions within the Affine Framework

Pierre Collin Dufresne

We propose a very fast and accurate algorithm for pricing swaptions when the underlying term structure dynamics are affine. The efficiency of the algorithm stems from the fact that the moments of the underlying asset (i.e., a coupon bond) possess simple cl ...

Columbia Business School2002

Geometric Moments in Scale-Spaces

Jean-Philippe Thiran, Pierre Vandergheynst, Xavier Bresson

In this paper we present a generalization of geometric moments in scale-spaces derived from the general heat diffusion equation, with a particular interest for the ...

IEEE2002

Geometric distribution

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Transport at basin scales: 1. Theoretical framework

Kurtosis Constraints In Communication Over Fading Channels

Perfect Simulations for Random Trip Mobility Models

A Note on the Stochastic Bias of Some Increase-Decrease Congestion Cont rols: HighSpeed TCP Case Study

A Note on the Stochastic Bias of Some Increase-Decrease Congestion Controls: HighSpeed TCP Case Study

Pricing Swaptions within the Affine Framework

Geometric Moments in Scale-Spaces

Transport at basin scales: 1. Theoretical framework

Geometric Moments in Scale-Spaces

Perfect Simulations for Random Trip Mobility Models

Kurtosis Constraints In Communication Over Fading Channels

A Note on the Stochastic Bias of Some Increase-Decrease Congestion Controls: HighSpeed TCP Case Study

Pricing Swaptions within the Affine Framework

A Note on the Stochastic Bias of Some Increase-Decrease Congestion Cont rols: HighSpeed TCP Case Study