posted by organizer: monika1193 || 2085 views || tracked by 4 users: [display]

SI Neyman 2023 : Special Issue on Neyman (1923) and its influences on causal inference


When N/A
Where N/A
Submission Deadline Oct 23, 2023
Categories    causal inference   statistics   probability   mathematics

Call For Papers

SPECIAL ISSUE on Neyman (1923) and its influences on causal inference

This thematic special issue in the JOURNAL OF CAUSAL INFERENCE is devoted to Neyman (1923)’s seminal paper and its influences on causal inference with both experimental and observational data. The year 2023 will be the 100th anniversary of Neyman (1923)’s paper which proposed the notation of potential outcomes and the framework of design-based causal inference. The English translation of Neyman (1923) was published in Statistical Science in 1990 (


Peng Ding, University of California, Berkeley, USA


The deadline for submissions is OCTOBER 1st, 2023, but individual papers will be reviewed and published online on an ongoing basis.



For more details, please, visit our website

Related Resources

CXAI SI 2024   Special Issue on Causal and Explainable AI
CCVPR 2024   2024 International Joint Conference on Computer Vision and Pattern Recognition (CCVPR 2024)
ICMAI 2024   9th International Conference on Mathematics and Artificial Intelligence
SMC 2024   8th International Conference on Soft Computing, Mathematics and Control
IEEE-JBHI (SI) 2024   Special Issue on Revolutionizing Healthcare Informatics with Generative AI: Innovations and Implications
ECTIJ 2024   Economics, Commerce and Trade Management: An International Journal
Applied Sciences (MDPI) SI:Cybersecurity 2024   Applied Sciences (MDPI) Special Issue - Cybersecurity: Advances in Security and Privacy Enhancing Technology
SI DENA 2024   SPECIAL ISSUE on Differential Equations and Numerical Analysis
SPISCS 2024   2024 3rd International Conference on Signal Processing, Information System and Cyber Security (SPISCS 2024)
EDCCS 2024   Workshop on Engineering techniques for Distributed Computing Continuum Systems