Mitic | Sentiment and Reputation: A Statistical Approach | Buch | 978-1-041-34110-9 | www.sack.de

Buch, Englisch, 400 Seiten, Format (B × H): 178 mm x 254 mm

Mitic

Sentiment and Reputation: A Statistical Approach

With R Support
1. Auflage 2027
ISBN: 978-1-041-34110-9
Verlag: Taylor & Francis Ltd

With R Support

Buch, Englisch, 400 Seiten, Format (B × H): 178 mm x 254 mm

ISBN: 978-1-041-34110-9
Verlag: Taylor & Francis Ltd


“By combining statistical analysis, natural language processing, artificial intelligence, and business judgement, Peter demonstrates how sentiment and reputation can be measured, valued, predicted, and ultimately managed with greater confidence and accuracy.”

- Alberto López Valenzuela, Former Founder & CEO of alva, author of The Connecting Leader (Lioncrest, 2018)

“Particularly noteworthy is its integration of established statistical methods with the latest advances in large language models, providing a timely perspective on the future of reputation analytics.”

- Carolyn Phelan, Associate Professor, UCL

“Now the world is ready for this, and I recommend you read this important text.”

- Richard G. Fleming, MBA MBCS CITP – veteran CTO, InnovateUK UKRI - IT Director

Can reputation be measured directly? Yes! The novel idea in this book is that “reputation” is a time series of numerical “sentiment” values. Each one summarises, on a daily basis, what people think about a target organisation, brand or product. The ideas here present reputation as a tangible asset that can be measured, quantified, and used to manage risk and steer company policy. They are not just a collection of mathematical and statistical techniques: they represent a thought-provoking mindset change in business intelligence, and a paradigm shift in how reputation is calculated. Asking only a handful of people what they think about the target on one day only is replaced by asking hundreds or thousands of people, every day.

The statistical and mathematical properties of sentiment and reputation are explored in depth using the R statistical language at an undergraduate level. The progression from texts sourced from the internet to reputation is encapsulated in the STAR – Statistics, Text, Analytics, Reputation – pipeline. STAR works, for each target, by extensive text mining, calculating a numerical score for each, and combining them into daily numerical sentiments. Sequential sentiment values – the target’s profile – is the world’s view of the target, and reflects its reputation. Large Language Models are used for both measurement and, with some words of caution, reputation risk management.

Readers will be able to:

- use and adapt the R code in each chapter;

- learn how to use traditional and Large Language Models for sentiment analysis and corporate decision making;

- monitor and forecast reputation;

- apply reputation risk controls.

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Zielgruppe


Postgraduate and Professional Training


Autoren/Hrsg.


Weitere Infos & Material


Part I Sentiment 1. Opinion, Sentiment, Profile and Reputation 2. Profile and its Properties 3. Text Mining 4. Lexicon-based Natural Language Processing 5. Probability-based Natural Language Processing 6. Neural Network Methods 7. The beginnings of Large Language Models - Transformers 8. Pre-trained Large Language Models 9. Enhancing Large Language Models: fine-tuning Part II Reputation 10. Cumulative Sentiment as a primary Reputation indicator 11. What is reputation worth? 12. Periodicity in Reputation 13. Sentiment Prediction 14. Sentiment-based Share Trading 15. Reputation Risk 16. AI Agents and Tools 17. Evidence-based Reputation Management 18. Afterthoughts Bibliography Index


Peter Mitic is an Honorary Professor in the Department of Computer Science at UCL, where he supervises M. Sc. dissertations on financial risk, operational risk and AI. He has been researching properties and applications of reputation since 2015. Before UCL he was Head of Operational Risk at Santander Bank UK, with responsibility for calculating annual operational reserves. He studied mathematics at Keble College Oxford, graduating in 1978, and afterwards gained an M.Sc. in mathematics, and a Ph.D. in computer algebra, both from the Open University.



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