A Mathematical Analysis of the 2022 Alaska Special Election for US House
The August 2022 Alaska Special Election for US House contained many interesting features from the perspective of social choice theory. This election used instant runoff voting (often referred to as ranked choice voting) to elect a winner, and many of the weaknesses of this voting method were on display in this election. For example, the Condorcet winner is different from the instant runoff winner, and the election demonstrated a monotonicity paradox. The election also demonstrated a no show paradox; as far as we are aware, this election represents the first document American ranked choice election to demonstrate this paradox.
Code (0)
등록된 구현이 없습니다.
Methods 이 논문이 사용한 방법론
Similar Papers 제목 키워드 기반
Developing a Sequential Deep Learning Pipeline to Model Alaskan Permafrost Thaw Under Climate Change
Changing climate conditions threaten the natural permafrost thaw-freeze cycle, leading to year-round soil temperatures above 0°C. In Alaska, the warming of the topmost permafrost layer, known as the active layer, signals…
ImageNet Pretrained CNNs for JPEG Steganalysis
In this paper, we investigate pre-trained computervision deep architectures, such as the EfficientNet, MixNet, and ResNet for steganalysis. These models pre-trained on ImageNet can be rather quickly refined for JPEG st…
Image SteganographySteganalysisTechno-economic environmental and social assessment framework for energy transition pathways in integrated energy communities: a case study in Alaska
The transition to low-carbon energy systems demands comprehensive evaluation tools that account for technical, economic, environmental, and social dimensions. While numerous studies address specific aspects of energy tra…
A Majority Rule Philosophy for Instant Runoff Voting
We present the core support criterion, a voting criterion satisfied by Instant Runoff Voting (IRV) that is analogous to the Condorcet criterion but reflective of a different majority rule philosophy. Condorcet methods ca…
PhilosophyPreventing Household Bankruptcy: The One-Third Rule in Financial Planning with Mathematical Validation and Game-Theoretic Insights
This paper analyzes the 1/3 Financial Rule, a method of allocating income equally among debt repayment, savings, and living expenses. Through mathematical modeling, game theory, behavioral finance, and technological anal…
Decision Making