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Quantizer–dequantizer operators as a tool for formulating the quantization procedure study the case where the quantizer–dequantizer operators form a self-dual system and show
Collective Lorentz invariant dynamics on a single 'polynomial' worldline of total rest energy (rest mass) are obtained; the latter is 'self-quantized', i.e. for any worldline takes
Effective connections and fields associated with shear-free null congruences, and the electric charge for bounded singularities of this field turns to be "self-quantized." Two invariant
Compressing a convolution neural network based on quantization. The results showing the efficiency of quantization of the model while maintaining high accuracy are obtained.
Vacuum polarization of a quantized scalar field in the thermal state in a long throatVacuum polarization of a quantized scalar field in the thermal state in a long throat
Vacuum polarization of a quantized scalar field in the thermal state in a long throatVacuum polarization of a quantized scalar field in the thermal state in a long throat
Quantization and its application in signal compressionThis paper explains what quantization is. The types of quantization algorithms
An incompressible state of a photo-excited electron gas spectacular characteristics, which manifest themselves in transport experiments with the quantization
Quantization of Gravitationally Bound SystemsSome of the approaches to quantization in gravity theory concerning gravitationally bound systems
Semiclassical long wormhole throatsVacuum polarization of a quantized scalar field with non-conformal coupling ξ is calculated
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