Making use of the laws of physical transactions, we study symmetrical many-points systems. Relation of group-theory to physical transactions in such symmetrical systems is dealt with. Studying perturbations in the stability states in the attractor-maps for transactions, approximate values of the observables are to be predicted for such systems. Further, Abstraction Theory is typified with respect to studying the properties of irreducible representations, if any, inside a given such group. This record was migrated from the OpenDepot repository service in June, 2017 before shutting down
Abstract interpretation can be used to formalize the concept of parametricity in the concurrency fie...
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Symmetry and group theory play a pivotal role in various scientific disciplines, facilitating an und...
Making use of the laws of physical transactions, we study symmetrical many-points systems. Relation ...
This paper develops a novel theory of abstraction—what we call collective abstraction. The theory so...
In this paper,a few more implications of the laws of physical transactions as per the Theory of Abst...
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In not favouring solutions or sets of solutions, the principle of zero-postulation drives away any u...
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<p>In not favouring solutions or sets of solutions, the principle of zero-postulation drives away an...
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It is possible to represent a finite set of points (atoms) by a finite sequence of points. However...
Neo-Fregean logicism attempts to base mathematics on abstraction principles. Since not all abstracti...
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Abstract interpretation can be used to formalize the concept of parametricity in the concurrency fie...
This paper starts with an explanation of how the logicist research program can be approached within ...
Symmetry and group theory play a pivotal role in various scientific disciplines, facilitating an und...
Making use of the laws of physical transactions, we study symmetrical many-points systems. Relation ...
This paper develops a novel theory of abstraction—what we call collective abstraction. The theory so...
In this paper,a few more implications of the laws of physical transactions as per the Theory of Abst...
Considering transport or tendency of transport of physical entities from an initial to a final poin...
In not favouring solutions or sets of solutions, the principle of zero-postulation drives away any u...
We study the Standard Model in light of the Zero-Postulation of the Theory of Abstraction. Yukawa Co...
This paper deals with fluid flow dynamics which may be Hamiltonian in nature and yet chaotic.Here we...
<p>In not favouring solutions or sets of solutions, the principle of zero-postulation drives away an...
A well known problem when reasoning about concurrent systems is that of state explosion. One of the ...
It is possible to represent a finite set of points (atoms) by a finite sequence of points. However...
Neo-Fregean logicism attempts to base mathematics on abstraction principles. Since not all abstracti...
AbstractWe propose orthomodular posets, algebraic models of quantum logic, as a formal tool in concu...
Abstract interpretation can be used to formalize the concept of parametricity in the concurrency fie...
This paper starts with an explanation of how the logicist research program can be approached within ...
Symmetry and group theory play a pivotal role in various scientific disciplines, facilitating an und...