Results 141 to 150 of about 22,563 (267)
The accurate determination of light absorption coefficients of particles in water, especially in very oligotrophic oceanic areas, is still a challenging task.
R. Röttgers, D. Doxaran, C. Dupouy
semanticscholar +1 more source
Raw dataset related to the titled paper showing unidentified study participants, and their multiple raw datasets which includes, HIV status, CD4 count, Viral load, QFT status, QFT results, multiple Mtb-specific antigens IgGs levels, and total IgG.
Galit Alter (14240806) +11 more
core +1 more source
Explicit boundary form factors: The scaling Lee–Yang model
We provide explicit expressions for boundary form factors in the boundary scaling Lee–Yang model for operators with the mildest ultraviolet behavior for all integrable boundary conditions. The form factors of the boundary stress tensor take a determinant
L. Hollo, Z.B. Laczko, Z. Bajnok
doaj +1 more source
On fractional-order QFT controllers
We propose the synthesis of robust fractional-order controllers using the principles of quantitative feedback theory (QFT). The resulting controllers are called as fractional-order QFT controllers.
THAREWAL, S, NATARAJ, PSV
core +1 more source
Background Tuberculosis (TB) is the leading cause of death from a single infectious agent worldwide. The immune system is capable of clearing the pathogen before establishment of latent infection but the mechanisms for this are not yet understood ...
Lydia Medawar +5 more
doaj +1 more source
In this paper we explore the chaotic behavior of nonintegrable quantum field theories and compare them to integrable ones. We choose as prototypes the double sine-Gordon and the sine-Gordon models. We analyze their discrete spectrum determined by a truncation method.
Nadav Shrayer, Jacob Sonnenschein
openaire +1 more source
ROC curve analyses for differentiation between the QFT borderline group and QFT negative controls.
ROC curve analyses for differentiation between the QFT borderline group and QFT negative controls.
Jörg Assmus (808295) +2 more
core +1 more source
Algebraic Lattices in QFT Renormalization [PDF]
The structure of overlapping subdivergences, which appear in the perturbative expansions of quantum field theory, is analyzed using algebraic lattice theory. It is shown that for specific QFTs the sets of subdivergences of Feynman diagrams form algebraic lattices. This class of QFTs includes the Standard model.
openaire +3 more sources
Baseline characteristics of the enrolled population and the comparisons between QFT positive and QFT negative populations.
Hong Peng (80419) +8 more
core +1 more source
A Bekenstein-Type Bound in QFT
Abstract Let B be a spacetime region of width $$2R >0$$ 2 R > 0 , and $$\varphi $$
openaire +4 more sources

