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Existential Inertia and Classical Theistic Proofs

' persistence, and defends new arguments against classical theism. The authors engage the following classical theistic proofs: Aquinas's First Way;

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God, Reason and Theistic Proofs

examines a cross-section of theistic proofs (ways of proving the existence of God) which have been offered by theologians and thinkers from Anselm;

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Religions, Reasons and Gods

Ramanuja, al-Ghazali, Anselm, and Jefferson. He shows how the gradual disembedding of theistic proofs from their diverse and local religious;

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Religions, Reasons And Gods

Ramanuja, al-Ghazali, Anselm, and Jefferson. He shows how the gradual disembedding of theistic proofs from their diverse and local religious;

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Classical Apologetics

is divided into three parts. Section I is a prolegomenon dealing with the problems and methods of apologetics. Section II develops the theistic;

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The Problem of Evil

traditions generally and the Christian tradition specifically. The Problem of Evil contains both classical and contemporary pieces arranged into;

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The Clarity of God's Existence

The Clarity of God's Existence examines the need for theistic proofs within historic Christicanity, and the challenges to these since the;

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The Classical Decision Problem

This book offers a comprehensive treatment of the classical decision problem of mathematical logic and of the role of the classical;

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Existentialism and Sociology

Existentialism and Sociology (originally published under the title The Existential Sociology of Jean-Paul Sartre) is the first work to;

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Existentialism and Sociology

Existentialism and Sociology (originally published under the title The Existential Sociology of Jean-Paul Sartre) is the first work to;

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Introduction to Algebraic Geometry

This book presents a readable and accessible introductory course in algebraic geometry, with most of the fundamental classical results;

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Classical Theory of Arithmetic Functions

This volume focuses on the classical theory of number-theoretic functions emphasizing algebraic and multiplicative techniques. It contains;

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The Naturalness of Belief

sensical, and quite at home in a theistic framework. The Naturalness of Belief begins with a naturalistic philosopher's own perspective;

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Ontology of Theistic Beliefs

This volume aims to apply ontological theories and arguments to theistic beliefs and theistic world views. After an introduction that;

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The Wulff Crystal in Ising and Percolation Models

, whereas results for which the proofs can be found in classical textbooks are only quoted.;

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Proof-Theoretical Coherence

of distributive lattice and Boolean algebra. These notions of distributive lattice category and Boolean category codify a plausible nontrivial notion;

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The Topology of 4-Manifolds

This book presents the classical theorems about simply connected smooth 4-manifolds: intersection forms and homotopy type, oriented and;

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Classical Mathematical Logic

exercises. It can be used in advanced undergraduate or graduate courses and for self-study and reference. Classical Mathematical Logic presents a;

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Participant Observation

classical psychoanalysis, existential psychotherapy and objective-behaviourist treatment. It suggests each method has its own value for specific;

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Inertia

. Inertia keeps objects that are in motion moving and objects that are not moving at rest. Force is any action that changes the location, shape, or;

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The Deception of Theistic Evolution

theistic evolution is not consistent with the truth revealed in the Bible, and undermines a number of key Gospel doctrines including the nature and;

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Virtual Inertia Synthesis and Control

This book provides a thorough understanding of the basic principles, synthesis, analysis, and control of virtual inertia systems. It uses;

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Free Will and Theism

Concerns both about the nature of free will and about the credibility of theistic belief and commitment have long preoccupied philosophers;

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Journey Into Mathematics

experience with the simpler classical notion of limit, they proceed to considerations of the area and circumference of circles. The text concludes;

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Classical Mechanics

CLASSICAL MECHANICS discusses the Lagrange's equations of motion, integration of the equation of motion, theory of small oscillations;

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Philosophical Logic

about the limitations of, presuppositions of, and alternatives to classical first-order predicate logic, making this an ideal introduction to;

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Philosophical Logic

about the limitations of, presuppositions of, and alternatives to classical first-order predicate logic, making this an ideal introduction to;

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