
Logical Monism Is The Claim That There Is A Single Correct Logic, The 'one True Logic' Of Our Title. The View Has Evident Appeal, As It Reflects Assumptions Made In Ordinary Reasoning As Well As In Mathematics, The Sciences, And The Law. In All These Spheres, We Tend To Believe That There Are Determinate Facts About The Validity Of Arguments. Despite Its Evident Appeal, However, Logical Monism Must Meet Two Challenges. The First Is The Challenge From Logical Pluralism, According To Which There Is More Than One Correct Logic. The Second Challenge Is To Determine Which Form Of Logical Monism Is The Correct One. One True Logic Is The First Monograph To Explicitly Articulate A Version Of Logical Monism And Defend It Against The First Challenge. It Provides A Critical Overview Of The Monism Vs Pluralism Debate And Argues For The Former. It Also Responds To The Second Challenge By Defending A Particular Monism, Based On A Highly Infinitary Logic. It Breaks New Ground On A Number Of Fronts And Unifies Disparate Discussions In The Philosophical And Logical Literature. In Particular, It Generalizes The Tarski-sher Criterion Of Logicality, Provides A Novel Defence Of This Generalization, Offers A Clear New Argument For The Logicality Of Infinitary Logic And Replies To Recent Pluralist Arguments.
This book investigates the philosophical viability of logical monism, the claim that there exists exactly one correct logic governing valid inference. Authors Owen Griffiths and A.C. Paseau, both established scholars in the field of philosophical logic, utilize a rigorous analytical framework to defend monism against the competing theory of logical pluralism. They propose a specific version of monism grounded in infinitary logic, providing a systematic defense of its validity across mathematical and scientific reasoning.
What You Will Find
Scope Limits
Experts recognize this work as a significant contribution to the philosophy of logic, particularly for its direct engagement with the pluralist challenge. Readers frequently note the high level of technical density and the specialized nature of the arguments presented.
Page Count:
0
Publication Date:
1900-01-01
Publisher:
Oxford University Press Oxford University Press,
ISBN-10:
0191868213
ISBN-13:
9780191868214
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