Pages that link to "Item:Q1033806"
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The following pages link to New look at thermodynamics of gas and at clusterization (Q1033806):
Displaying 18 items.
- The natural sequence and pores in mathematical theory of classical and quantum thermodynamics (Q351658) (← links)
- The role of macroinstrument and microinstrument and of observable quantities in the new conception of thermodynamics (Q384369) (← links)
- Some new models of real and ideal gas (Q384372) (← links)
- Old mathematical errors in statistical physics (Q384379) (← links)
- Maslov distribution and formulas for the entropy (Q455547) (← links)
- New critical points for the liquid phase and the construction of thermodynamics depending on the interaction potential (Q650339) (← links)
- Thermodynamics of fluids as a consequence of distribution theory for Diophantine equations (Q736197) (← links)
- A new approach to probability theory and thermodynamics (Q764020) (← links)
- Fluid thermodynamics: qualitative consideration (Q847895) (← links)
- New distribution formulas for classical gas, clusters, and phase transitions (Q1002663) (← links)
- Theory of chaos and its application to the crisis of debts and the origin of inflation (Q1033825) (← links)
- Phase transitions of the first and second kind as economic crises. Abstract thermodynamics of fluids (Q1033855) (← links)
- Binary collision density in a non-ideal gas as a function of particle density, collision diameter, and temperature (Q1685493) (← links)
- Ideal gas/liquid transition as a generalization of the problem of ``partitio numerorum'' (Q1945589) (← links)
- Thermodynamics of fluids for imperfect gases with Lennard-Jones interaction potential. III (Q1957016) (← links)
- Kinetic theory of cluster dynamics (Q2001015) (← links)
- Effect of a measuring instrument in the ``Bose condensate'' of a classical gas in a phase transition and in experiments with negative pressure (Q2449474) (← links)
- Generalized theory of condensing systems. VI. Examples of systems satisfying the \(G\)-condition. (Q2749910) (← links)
