one must consider fluctuations away from the average given by deviations in the Siegel–Weil formula. In this work, we investigate the physical interpretation of these fluctuations in the bulk physics and pinpo
3.3 An interpretation of \(\mu \) in the QNM context Within the QNM literature, potentials of the form provided in Eq. (2.48) have been approached primarily as a numerical problem (see e.g. Refs. [114,115,116]). However, a study of the \(\mu \) parameter can also offer insights...
showing groups of cities with high-income and high-carbon inflows (Q1), low-income but high carbon inflows (Q2), low-income and low-carbon inflows (Q3), and finally, high-income but low-carbon inflows (Q4). These are relative situations applied within this sample...
The project funder had no role in study design; collection, management, analysis, and interpretation of data; writing of the report; and the decision to submit the report for publication. The authors would like to thank Sherry Teeter and Ameet Mathrani from Women’s College Hospital Family ...
4.2. Interpretation of the DNN 4.2.1. Solid solution strengthening contribution The effects of alloying composition on yield strength can be attributed to the mechanism of solid solution strength, which can be comprehensively analyzed based on the simulation studies of the proposed physical metallurgical...
Funders had no role in the design of the study and collection, analysis, and interpretation of data and in writing the manuscript, nor have they authority on the decision to submit the manuscript for publication. Author information Authors and Affiliations Amsterdam UMC location Vrije Universiteit ...
It is only by completing such a construction within a complete quantum field theoretic context that a proper physical interpretation of charges, fields and their interactions can be achieved, in terms of electric and magnetic fields and charges. However, it is Maxwell’s classical electrodynamics ...
[18,30]. Since from the algebraic point of view the construction of the action is the same for (1.1) and (1.2) and the only difference between the two is the choice of the physical interpretation of the generators and corresponding gauge fields, in what follows we will call the general ...
6 deals with the localization locus and problems related to the interpretation of the corresponding pdes. in this section we suggest the interpretation of the localization locus and discuss potential problems. in sect. 7 we derive the one-loop result around the constant maps, both for the ...
of the corresponding first-order Lagrangian, the separation at the Lagrangian level follows. We derive the diffeomorphism of the theory in the case where the chiral form in the physical sector has nonlinear self-dual field strength and couples to external-form field. Explicit forms of Sen ...