Essays about: "little group scaling"

Found 3 essays containing the words little group scaling.

  1. 1. Modelling rare events using non-parametric machine learning classifiers - Under what circumstances are support vector machines preferable to conventional parametric classifiers?

    University essay from Göteborgs universitet/Institutionen för nationalekonomi med statistik

    Author : Lukas Ma; [2021-04-06]
    Keywords : ;

    Abstract : Rare event modelling is an important topic in quantitative social science research. However, despite the fact that traditional classifiers based upon general linear models (GLM) might lead to biased results, little attention in the social science community is devoted to methodological studies aimed at alleviating such bias, even fewer of them have considered the use of machine learning methods to tackle analytical problems imposed by rare events. READ MORE

  2. 2. Understanding the Challenges and Needs of Requirements Engineering for Data-centric Systems

    University essay from Blekinge Tekniska Högskola/Institutionen för programvaruteknik

    Author : Venkata Sai Abhishek Poolla; Bhargav Krishna Mandava; [2021]
    Keywords : Requirements Engineering RE ; Multiple Case Study; Survey; Practices; Challenges.;

    Abstract : Background: As technology is advancing day by day, people tend to produce enormous volumes of data. This exceptional growth in data is leading to an increase in the development of intelligent systems that make use of this huge data available. READ MORE

  3. 3. Employing the little group symmetry within the spinor-helicity formalism to constrain scattering amplitudes

    University essay from Lunds universitet/Teoretisk partikelfysik - Geonomgår omorganisation

    Author : Samyak Parmar; [2021]
    Keywords : little group scaling; little group; spinor-helicity formalism; Physics and Astronomy;

    Abstract : This thesis aims to describe the little group scaling and how it simplifies the calculation of scattering amplitudes. The little group has the defining property that it leaves a particular four-momentum invariant, which is used to describe how the internal structure of a particle is transformed under the little group. READ MORE