• Corpus ID: 233394462

Quadratic Payments with constrained probabilities

@article{Barontini2021QuadraticPW,
  title={Quadratic Payments with constrained probabilities},
  author={Andrea Barontini},
  journal={ArXiv},
  year={2021},
  volume={abs/2104.12700}
}

• Andrea Barontini
• Published 26 April 2021
• Mathematics
• ArXiv

Dealing with quadratic payments, marginal probability is usually considered ideally constant, maybe for the sake of initial simplicity. Considering the voting scenario depicted in [Vit19], firstly its math foundations are made explicit. Developing a simple referendum model, more realistic outcome probability and marginal probability qualitative shapes are introduced. Enforcing seemingly reasonable assumptions, quadratic payments are then generalized to take into account these new functions shapes, and the way they are still quadratic is discussed. Closing remarks underline the emerging of trade-off constraints not existing in ideal case. ∗[e-mail] 1 ar X iv :2 10 4. 12 70 0v 1 [ cs .G T ] 2 6 A pr 2 02 1