Mathematics, logic, and their philosophies : essays in honour of Mohammad Ardeshir / Mojtaba Mojtahedi, Shahid Rahman, Mohammad Saleh Zarepour, editors.
Ardeshir, Mohammad, honouree.; Mojtahedi, Mojtaba, editor.; Rahman, Shahid, editor.; Zarepour, Mohammad Saleh, editor.
2021
QA9.2
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Title Mathematics, logic, and their philosophies : essays in honour of Mohammad Ardeshir / Mojtaba Mojtahedi, Shahid Rahman, Mohammad Saleh Zarepour, editors.
ISBN 9783030536541 (electronic bk.)
3030536548 (electronic bk.)
9783030536534
303053653X
DOI https://doi.org/10.1007/978-3-030-53654-1
Published Cham : Springer, [2021]
Language English
Description 1 online resource (492 pages)
Other Standard Identifiers 10.1007/978-3-030-53654-1 doi
Call Number QA9.2
Dewey Decimal Classification 511.3
Summary This volume is a collection of essays in honour of Professor Mohammad Ardeshir. It examines topics which, in one way or another, are connected to the various aspects of his multidisciplinary research interests. Based on this criterion, the book is divided into three general categories. The first category includes papers on non-classical logics, including intuitionistic logic, constructive logic, basic logic, and substructural logic. The second category is made up of papers discussing issues in the contemporary philosophy of mathematics and logic. The third category contains papers on Avicennas logic and philosophy. Mohammad Ardeshir is a full professor of mathematical logic at the Department of Mathematical Sciences, Sharif University of Technology, Tehran, Iran, where he has taught generations of students for around a quarter century. Mohammad Ardeshir is known in the first place for his prominent works in basic logic and constructive mathematics. His areas of interest are however much broader and include topics in intuitionistic philosophy of mathematics and Arabic philosophy of logic and mathematics. In addition to numerous research articles in leading international journals, Ardeshir is the author of a highly praised Persian textbook in mathematical logic. Partly through his writings and translations, the school of mathematical intuitionism was introduced to the Iranian academic community.
Bibliography, etc. Note Includes bibliographical references and indexes.
Access Note Access limited to authorized users.
Digital File Characteristics text file
PDF
Source of Description Description based on print version record.
Added Author Ardeshir, Mohammad, honouree.
Mojtahedi, Mojtaba, editor.
Rahman, Shahid, editor.
Zarepour, Mohammad Saleh, editor.
Series Logic, epistemology and the unity of science ; v. 49.
Available in Other Form Mathematics, Logic, and Their Philosophies.
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Chapter 1. Introduction (Mojtaba Mojtahedi, Shahid Rahman, and Mohammad Saleh Zarepour)
Chapter 2. Extension and Interpretability (Albert Visser)
Chapter 3. Residuated Expansions of Lattice-Ordered Structures (Majid Alizadeh and Hiroakira Ono)
Chapter 4. Bounded Distributive Lattices with Two Subordinations (Sergio Celani and Roman Jansana)
Chapter 5. The Termination Condition of Gossip Protocols (Rahim Ramezanian, Rasool Ramezanian, and Hans van Ditmarsch)
Chapter 6. On equivalence (Wim Veldman)
Chapter 7. Unification in basic logic (Mojatba Mojtahedi)
Chapter 8. Binary Modal Companions for Subintuitionistic Logics (Dick de Jongh and Fateme Shirmohammadzade Maleki)
Chapter 9. From Intuitionism to Many-Valued Logics through Kripke Models (Saeed Salehi Pourmehr)
Chapter 10. The Intuitionistic Logic of Language (Mehrnoosh Sadrzadeh)
Chapter 11. Non-Conditional Contracting Connectives (Luis Estrada-Gonzalez and Elisangela Ramirez-Camara)
Chapter 12. The Struggle between Syntax and Semantics in Mathematics (Siavash Shahshahani)
Chapter 13. De-Modalizeing the Language in an Empiricist-Friendly Way: The Case of Physics (Kave Lajevardi)
Chapter 14. Avicenna on Deductions from Contradictory Premises (Behnam Zolghar)
Chapter 15. On Descriptive Propositions in Ibn Sina: Elements for a Logical Analysis (Shahid Rahman and Mohammad Saleh Zarepour)
Chapter 16. TBA (Ali Farjami)
Chapter 17. Empiricism of Avicenna Reconsidered (Seyed N. Mousavian).

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