Applets - Linear Deterministic Models

Linear Deterministic Interference Channel
with Noisy Channel-Output Feedback

References

[1] V. Quintero, S. M. Perlaza, and J. M. Gorce, “Noisy channel-output feedback capacity of the linear deterministic interference channel” INRIA Grenoble - Rhone-Alpes, Tech. Rep. 456, Jan. 2015.

Parameters

symmetric

Link 1

$\vec{n_{11}} =$

$n_{12} =$

$\overleftarrow{n}_{11} =$

$\alpha_1 =\dfrac{n_{12}}{\vec{n_{11}}} = $ value

$\beta_1 = \dfrac{\overleftarrow{n}_{11}}{\vec{n_{11}}} = $ value

Link 2

$\vec{n_{22}} =$

$n_{21} =$

$\overleftarrow{n}_{22} = $

$\alpha_2 =\hspace{0.15cm} \dfrac{n_{21}}{\vec{n_{22}}} =$ value

$\beta_2 = \dfrac{\overleftarrow{n}_{22}}{\vec{n_{22}}} = $ value

Cybernets@Inria

Linear Deterministic Interference Channel
with Noisy Channel-Output Feedback

References

Parameters

Link 1

Link 2

Capacity region

Linear Deterministic Model

System Model

Linear Deterministic Interference Channelwith Noisy Channel-Output Feedback

References

Parameters

Link 1

Link 2

Capacity region

Linear Deterministic Model

System Model

Linear Deterministic Interference Channel
with Noisy Channel-Output Feedback