Uneingeschränkter Zugang

A multidimensional interpretation of Marxist globalization theory based on decentralized internet

   | 02. Juni 2023

Zitieren

To achieve a multidimensional interpretation of Marxist globalization theory, this paper provides a fecundation network facility based on a decentralized internet, thus overcoming various drawbacks of the network where traditional spatial services are located. In the Marxist theory of globalization, the rise from concrete rigor to abstract rigor is an important dialectical transformation of materialist epistemology. It is implied that Marx, based on the principle of mathematical expression of intuition and detail, refined, and deepened the paradigm itself through mathematical tools and mathematical methods, and used mathematical ideas to condense the theory of political economy, making the property of precision reflected in the logic of the paradigm. The 3PL model is established and the basic principles are accurately understood and grasped from mathematical logic according to the labor theory of value, surplus value theory and reproduction theory in Marxism, which provides an important generative logic for constructing a mathematical paradigm of Marxist political economy. The results of the study show that the output efficiency and benefits of fully cooperative networks (L = 0.92, Q = 281.5), after a long period of competition makes the output of the network less efficient, which in turn makes the network as a whole obtain lower returns (L = 0.73, Q = 96.18). In a competitive coexistence network structure, although there are competitive relationships at the core firm level, the network is not greatly affected by this (L = 0.83, Q = 202.92) instead, it will break the monopoly alliance and enliven the local economy. By constructing a rigorous and sophisticated mathematical and theoretical model, the theory of political economy can be made more abstract and scientific, and the analytical and explanatory power of the theory of political economy can be improved.

eISSN:
2444-8656
Sprache:
Englisch
Zeitrahmen der Veröffentlichung:
Volume Open
Fachgebiete der Zeitschrift:
Biologie, andere, Mathematik, Angewandte Mathematik, Allgemeines, Physik