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In all steps, we study the F-Gordon equation as an application and also a partial differential equation which appears in differential geometry and relativistic field theory.

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In the next step, we study the achievable rate of MWRCs using OWR.

As a first step we study the Gamma limit ofEcsh:= 12∫U|∇uε|2+1ε2|uε|2(1−|under2dx under two different scalings; Ecsh≈|logε| and Ecsh≈|logε|2.

As a second step, we study a second auxiliary equation coming from the application of the formal q-Borel transform of order (k_{2}) to equation (29).

In this step, we study the eigenvalue problem of the linearized equation of (3.2) and find the eigenvectors and the critical value of λ.

As a next step we study the fully discrete problem using curl-conforming edge elements and derive the corresponding error estimates.

In a first step, we study the impact of network growing strategies only and we highlight important parameters such as the evolution speed and mainly the kind of strategies that favour or not the spread.

Transitions from the employed state in the hierarchical framework: for the sample of employed workers at time T, in the first step, we study the probability of exiting from the labour force in the next 12 months (that is, of becoming inactive) rather than remaining in the labour force as employed or unemployed workers.

Transitions from the unemployed state in the hierarchical framework: for the sample of unemployed workers at time T, in the first step, we study the probability of exiting from the labour force in the next 12 months (that is, of becoming inactive) rather than remaining in the labour force as unemployed or employed workers.

Transitions from the inactive state in the hierarchical framework: for the sample of inactive people at time T (not in the labour force and not labour income earners), in the first step, we study the probability of finding a job and becoming a labour income earner in the next 12 months compared to that of not being a labour income earner, that is, unemployed or inactive.

In the next step we study the variance of ΔG true) - ΔG est) of the CC teams.

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