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I explain, in this book, how to solve the problem of how to govern, in an electronic democracy: the problem of legitimacy and the e-governance.
Legitimacy is an area that got much study in the 1980s and 1990s, during the waves of network and information society.

electromagnetismo con aplicaciones kraus pdf

This new social transformation has the aspect of a mass political issue, of which I proposed to analyze the main aspects.
Collective political action, it is deducible, depends on institutional social arrangements.

electromagnetismo con aplicaciones kraus pdf

That is why we have to know to understand this process and understand how the institutional support can improve the legitimacy of the decisions of the collective political action.
The main issues of this book are: the problems of the electronic democracy: the phenomenon of saturation, the problem of the democratic choice, the problem of the governance in an electronic democracy, the problem of the competitiveness in the information society, the problem of the governability in the electronic democracy, the problem of the public property, · and the problem of the burden sharing.

Electromagnetismo con aplicaciones kraus pdf

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This book is based on a series of studies on the new industrial and digital transformation.
This process would be improved with the creation of an electronic democracy.

electromagnetismo con aplicaciones kraus pdf

This transformation is essentially political and cultural.

Electromagnetismo con aplicaciones kraus pdf

In addition, it is transversal for the economy and for different spaces (politics, economy, etc.).
These new social arrangements generate new objects of analysis.
It aims to analyze and understand the dynamics of the information, · electronic democracy, as a process of transformation and social change.

electromagnetismo con aplicaciones kraus pdf

For that, I introduce the topic of electronic democracy, denominating it as the society of interactive
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Direct construction of uniform spaces with given patchwork

There is a theorem of Beattie-Dugowson that for a uniform space $X$, the construction of a uniform space with a specified patchwork of fundamental sets ($X_\alpha,\alpha\in\kappa$) has to be somehow indirect:

Fix $\kappa$. For each $\alpha\in\kappa$ let $X_\alpha$ be the space consisting of $\alpha$ together with a distinguished point $x_\alpha\in X_\alpha$; let $X_{\alpha}$ be the disjoint union of the $X_\beta$ for $\beta>\alpha$. Then $X$ is the unique uniformity that makes each of $X_{\alpha}$ a uniform space and in which $X_\alpha$ is a uniform subspace of $X$ in which the projection $X_\alpha\to\{x_\alpha\}$ is continuous.

Now, suppose I have a collection $\mathcal{C}$ of such patchworks, indexed by $\kappa$. I would like to find the smallest uniform structure that makes each of the patchworks $X_\alpha$ in $\mathcal{C}$ into a uniform space (with the structure inherited from that of $X$), and in which each of the subspaces $X_{\alpha}$ are uniform subspaces.
I know a construction of this for $\mathcal{C}$ consisting

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