Results 171 to 180 of about 1,145,029 (201)
Unsupervised beyond-standard-model event discovery at the LHC with a novel quantum autoencoder. [PDF]
Quantum Mach IntellDuffy C +3 more
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Conformal structure of singularities in some varying fundamental constants bimetric cosmologies. [PDF]
Sci RepMarosek K, Balcerzak A.
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Fully convolutional networks for velocity-field predictions based on the wall heat flux in turbulent boundary layers. [PDF]
Theor Comput Fluid DynGuastoni L +8 more
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Physical Review D, 1992
We discuss the extension of a version of quaternion quantum mechanics to field theory and in particular to the simplest example, the free scalar field. A previous difficulty with the conservation of four-momentum for the "anomalous" bosonic particles is resolved.
S. DE LEO, ROTELLI, Pietro
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We discuss the extension of a version of quaternion quantum mechanics to field theory and in particular to the simplest example, the free scalar field. A previous difficulty with the conservation of four-momentum for the "anomalous" bosonic particles is resolved.
S. DE LEO, ROTELLI, Pietro
openaire +4 more sources
Morphological Representations of Scalar Fields
2008We consider the problem of representing and extracting morphological information from scalar fields. We focus on the analysis and comparison of algorithms for morphological representation of both 2D and 3D scalar fields. We review algorithms which compute a decomposition of the domain of a scalar field into a Morse and Morse-Smale complex and ...
Biasotti S +3 more
openaire +3 more sources
2009
In Part III we deal with some essential aspects of field theory. Except in the last two sections of the present chapter, the entire discussion is in flat spacetime. After a brief introduction to field theory in general, in this chapter we deal with the classical theory of scalar fields.
David H. Lyth, Andrew R. Liddle
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In Part III we deal with some essential aspects of field theory. Except in the last two sections of the present chapter, the entire discussion is in flat spacetime. After a brief introduction to field theory in general, in this chapter we deal with the classical theory of scalar fields.
David H. Lyth, Andrew R. Liddle
openaire +2 more sources
2010
It has been shown in two previous articles by Olivi-Tran and Gauthier [1] and by Olivi-Tran [2] that our three dimensional universe may be embedded in a four-dimensional space. The radius of curvature of our universe is related to this fourth dimension and to time.
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It has been shown in two previous articles by Olivi-Tran and Gauthier [1] and by Olivi-Tran [2] that our three dimensional universe may be embedded in a four-dimensional space. The radius of curvature of our universe is related to this fourth dimension and to time.
openaire +2 more sources
2018
Abstract This chapter explains some of the properties of scalar fields, which are paradigmatic in relativistic field theory. It also shows how a complex scalar field can confer an effective mass to a ‘gauge’ field. The chapter first provides the Klein–Gordon equation derived from the Euler–Lagrange equations outlined in the previous ...
Jean-Philippe Uzan, Nathalie Deruelle
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Abstract This chapter explains some of the properties of scalar fields, which are paradigmatic in relativistic field theory. It also shows how a complex scalar field can confer an effective mass to a ‘gauge’ field. The chapter first provides the Klein–Gordon equation derived from the Euler–Lagrange equations outlined in the previous ...
Jean-Philippe Uzan, Nathalie Deruelle
openaire +1 more source