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# 📙 Logic in Reality by Joseph E. Brenner (auth.) — download pdf

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*Logic in Reality* argues that the fundamental physical structure of the world is logical as well as mathematical. The applicable formal logic of and in reality proposed (LIR) represents a radical departure from the standard notion of logic and its function. The book establishes LIR as a non-propositional logic with a unique calculus, one however that can be used intuitively with minimum symbolism. A new relational ontology is developed that demonstrates the fit of the LIR axioms with modern physics. The axioms and ontology of LIR together constitute a framework for describing and explaining complex real world processes, entities and events. Examples from the literature of on-going issues in philosophy, metaphysics and ontology are analyzed accordingly, including problems of causality, time and space, emergence and evolution.

This book is at the interface of logic, philosophy and science. It is intended for readers with interest and/or current involvement in process philosophy, ontology and in the philosophy or metaphysical aspects of science, especially, quantum physics, biology and cosmology. The content requires competence in reasoning, but not detailed knowledge of the fields discussed.

The critical extension in LIR of categorial *non*-separability to macroscopic interactive processes defines dynamic structural principles that underlie both scientific theories and their domains. LIR thus provides logical support for current metaphysical versions of structural realism. The author encourages readers to exercise a "new skepticism", since LIR is a way to interpret and accept dichotomies and contradictory explanations and to manage inconsistency in both philosophy and science.

- Author:
**Joseph E. Brenner (auth.)** - Year:
**2008** - Publisher:
**Springer Netherlands** - Language:
**English** - ISBN:
**978-1-4020-8374-7,978-1-4020-8375-4**

- File size:
**2 938 119** - Format:
**pdf**

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Is reality logical and is logic real? What is the origin of logical intuitions? What is the role of logical structures in the operations of an intelligent mind and in communication? Is the function of logical structure regulative or constitutive or both i...

The work is the presentation of a logical theory Logic in Reality (LIR) - and of applications of that theory in natural science and philosophy, including cognitive science and the philosophy of mind. The thesis is that the fundamental physics of the world...

This book summarizes a network of interrelated ideas which I have developed, off and on, over the past eight or ten years. The underlying theme is the psychological interplay of order and chaos. Or, to put it another way, the interplay of deduction and in...

In this book, I deal with some fundamental problems of the Hegelian dialectic. For this purpose, I take a middle course between total scepticism, which considers dialectic as a devastator sophistry with no respect even for the non-contradiction principle,...

Logic is often perceived as having little to do with the rest of philosophy, and even less to do with real life. In this lively and accessible introduction, Graham Priest shows how wrong this conception is. He explores the philosophical roots of the subje...

Whether you are interested in composing soundtracks, jingles, or just some catchy tunes, author Keith Gemmell will help you develop the skills you need to get the most out of your software. Test your developing skills along the way as you complete project...

This volume contains the workshop proceedings of DEON 2004, the Seventh International Workshop on Deontic Logic in Computer Science. The DEON workshop series aims at bringing together researchers interested in topics - lated to the use of deontic logic in...

Even as a 'left-brainer,' I was able to grapple with the hard math problems that I never understood before. Why? Because Penrose is able to suspend the lingering self-doubt, which any non-mathematical reader might proclaim, through candid prose and holist...

Even as a 'left-brainer,' I was able to grapple with the hard math problems that I never understood before. Why? Because Penrose is able to suspend the lingering self-doubt, which any non-mathematical reader might proclaim, through candid prose and holist...