The phenomena we call magic and mysticism had a profound effect on the shaping of Judaism in late antiquity. In this volume, Michael D. Swartz offers a wide-ranging study of the purposes, world-views, ritual dynamics, literary forms, and social settings of ancient Jewish magic and mysticism and their function in religion and history. Based on the author's studies over the past few decades, he proposes innovative methods for the study of these two phenomena. The author focuses especially on the rituals of early Jewish magic and mysticism, their social contexts, and the textual dimension of this complex literature. He also offers introductions to these phenomena. Michael D. Swartz argues that the authors of these texts employed intricate technologies, literary and artistic forms, and physical practices to negotiate between the values and world-views of their cultures and the texture of everyday life.

How exactly could God achieve infallible foreknowledge of every future event, including the free actions of human persons? How could God exercise careful providence over these same events? Byerly offers a novel response to these important questions by contending that God exercises providence and achieves foreknowledge by ordering the times. The first part of the book defends the importance of the above questions. After characterizing the contemporary freedom-foreknowledge debate, Byerly argues that it has focused too narrowly on a certain argument for theological fatalism, which attempts to show that the existence of infallible divine foreknowledge poses a unique threat to the existence of creaturely libertarian freedom. Byerly contends, however, that bare existence of infallible divine foreknowledge cannot threaten freedom in this way; at most, the mechanics whereby this foreknowledge is achieved might so threaten human freedom. In the second part of the book, Byerly develops a model for understanding the mechanics whereby infallible foreknowledge is achieved that would not threaten creaturely libertarian freedom. According to the model, God infallibly foreknows every future event because God has placed the times that constitute the history of the world in primitive earlier-than relations to one another. After defending the consistency of this model of the mechanics of divine foreknowledge with creaturely libertarian freedom, the author applies it to divine providence more generally. A novel defense of concurrentism is the result.

How exactly could God achieve infallible foreknowledge of every future event, including the free actions of human persons? How could God exercise careful providence over these same events? Byerly offers a novel response to these important questions by contending that God exercises providence and achieves foreknowledge by ordering the times. The first part of the book defends the importance of the above questions. After characterizing the contemporary freedom-foreknowledge debate, Byerly argues that it has focused too narrowly on a certain argument for theological fatalism, which attempts to show that the existence of infallible divine foreknowledge poses a unique threat to the existence of creaturely libertarian freedom. Byerly contends, however, that bare existence of infallible divine foreknowledge cannot threaten freedom in this way; at most, the mechanics whereby this foreknowledge is achieved might so threaten human freedom. In the second part of the book, Byerly develops a model for understanding the mechanics whereby infallible foreknowledge is achieved that would not threaten creaturely libertarian freedom. According to the model, God infallibly foreknows every future event because God has placed the times that constitute the history of the world in primitive earlier-than relations to one another. After defending the consistency of this model of the mechanics of divine foreknowledge with creaturely libertarian freedom, the author applies it to divine providence more generally. A novel defense of concurrentism is the result.

Constitutive modelling is the mathematical description of how materials respond to various loadings. This is the most intensely researched field within solid mechanics because of its complexity and the importance of accurate constitutive models for practical engineering problems. Topics covered include: Elasticity - Plasticity theory - Creep theory - The nonlinear finite element method - Solution of nonlinear equilibrium equations - Integration of elastoplastic constitutive equations - The thermodynamic framework for constitutive modelling – Thermoplasticity - Uniqueness and discontinuous bifurcations • More comprehensive in scope than competitive titles, with detailed discussion of thermodynamics and numerical methods. • Offers appropriate strategies for numerical solution, illustrated by discussion of specific models. • Demonstrates each topic in a complete and self-contained framework, with extensive referencing.