**Logic For Everyone**

by Robert A. Herrmann

2006**Number of pages**: 124

**Description**:

This is an elementary book in Mathematical Logic that also covers all of the basic material in the propositional and predicate calculus. It is the result of the U. S. Naval Academy Mathematical Logic Course Project. Both the propositional and predicate calculus are presented in a unique manner. Enough material is covered so that certain topics in elementary model theory can be included and all mathematical proofs are of the most elementary nature requiring no specialized mathematical procedures. The propositional calculus is expanded considerably and many of the proof methods are used to establish the predicate calculus results. Consequnce operators are also introduced.

Download or read it online for free here:

**Download link**

(1MB, PDF)

## Similar books

**Symbolic Logic: A First Course**

by

**Gary Hardegree**-

**Mcgraw-Hill College**

Contents: Basic Concepts of Logic; Truth-Functional Connectives; Validity in Sentential Logic; Translations in Sentential Logic; Derivations in Sentential Logic; Translations in Monadic Predicate Logic; Translations in Polyadic Predicate Logic; etc.

(

**16270**views)

**The Art of Logic**

by

**Nuel Belnap**-

**University of Pittsburgh**

Contents: Grammar; The art of the logic of truth-functional connectives; Quantifier proofs; A modicum of set theory; Symbolizing English quantifiers; Quantifier semantics - interpretation and counterexample; Theories; Definitions.

(

**13196**views)

**What is Mathematics: Gödel's Theorem and Around**

by

**Karlis Podnieks**-

**University of Latvia**

Textbook for students in mathematical logic and foundations of mathematics. Contents: Platonism, intuition and the nature of mathematics; Axiomatic Set Theory; First Order Arithmetic; Hilbert's Tenth Problem; Incompleteness Theorems; Godel's Theorem.

(

**7523**views)

**An Introduction to Mathematical Logic**

by

**Wolfram Pohlers, Thomas Glass**

This text treats pure logic and in this connection introduces to basic proof-theoretic techniques. Fundamentals of model theory and those of recursion theory are dealt with. Furthermore, some extensions of first order logic are treated.

(

**12643**views)