Karl Ho
School of Economic, Political and Policy Sciences
University of Texas at Dallas
Introducing computational tools and algorithms that can handle the complexities of social data, such as network analysis, text mining, machine learning, and agent-based modeling.
Transforming social science research, offering new ways to address longstanding questions, discover novel patterns, and gain deeper insights into social phenomena.
Challenges
ethical considerations related to data privacy, bias, and algorithmic transparency
interdisciplinary collaboration and methodological rigor.
CCS needs new training and education programs to equip researchers with the necessary skills and knowledge to leverage computational techniques effectively.
CSS uses Data Science methods and tools for Social Science studies and solve social and political problems:
Machine Learning
Collection of Big/Social data
Analytics: visualization, data/information management
Social Data Analytics and Research is:
Data Science
Also CSS on computational part
Interdisciplinary by design, not limited to Social Science
Causal Inference, Methods, Forecasting (Economics)
Social and Political studies (Sociology, Political Science)
Policy studies (PPPE, PNM)
Spatial analysis (GIS)
Algorithm
Artificial Intelligence (AI)
Computational thinking
Computational modeling
Parallel computing
Machine learning
Deep learning (NN, CNN, RNN)
NLP (Natural Language Processing)
Language Models or Large Language Models (LLM)
Agent-based Modeling
CNN Model in Action
CNN Model in Action
Amdahl's Law:
$$S = \frac{1}{(1-P)+\frac{P}{N}}$$
Where:
- S is the speedup of the system.
- P is the proportion of the system that can be improved.
- N is the number of processors used in the system.
Amdahl's Law is used to calculate the theoretical speedup of a system when making improvements to only a portion of the system, given the proportion of the system that can be improved and the number of processors used in the system.
Reference:
Amdahl, Gene M. "Validity of the Single Processor Approach to Achieving Large Scale Computing Capabilities." Proceedings of the April 18-20, 1967, Spring Joint Computer Conference. 1967.