I Want You To Read The Armstrong Craig Book God As You Are R

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I want you to read the Armstrong/Craig book GOD?. As you are reading, find some aspect of the reading that somehow interests you and write about it. You can analyze some argument that one of the authors presents, address a particular back-and-forth moment between the authors, or make some philosophical speculations stemming from the readings. You should engage with the material, show initiative in your philosophical thinking, and reference some of the other readings or outside sources. This is a four-page assignment and should follow MLA formatting.

Paper For Above instruction

The exploration of philosophical and theological questions about the nature of God, as presented in the Armstrong and Craig book GOD?, offers a fertile ground for critical thinking and analytical engagement. One particularly compelling aspect of the text is the authors' discussion about the concept of infinity and its implications for understanding existence and the divine. This analysis will examine the nature of infinity as described in the book, its philosophical significance, and how it relates to the arguments for or against the existence of God, integrating additional scholarly perspectives.

The concept of infinity is central to many theological and philosophical debates. In the initial chapters of GOD?, Craig discusses the idea of an infinite regress and its implications for the existence of a necessary being—namely, God. According to Craig, infinity points to the idea that the universe cannot be infinite in a temporal sense without requiring an actual infinite series of past events, which leads to paradoxes and logical difficulties (Craig & Craig, 2009). This prompts the conclusion that the universe must have a cause outside of itself, which is uncaused and necessary—attributes traditionally ascribed to God.

From a philosophical perspective, the nature of infinity raises questions about what exists and what does not. Mathematicians and philosophers have wrestled with different notions of infinity—potential versus actual infinity. Potential infinity refers to a process that can continue indefinitely, while actual infinity entails a completed totality of infinite elements (Hilbert, 1952). Craig’s use of actual infinity in causality arguments assumes that infinite regress is philosophically problematic, thus favoring a universe with a beginning caused by a necessary being. Critics, however, argue that actual infinities can be coherently conceived, as in the work of mathematicians like Georg Cantor (Cantor, 1897), suggesting that the universe could be infinite without entailment of paradoxes.

This debate about infinity directly impacts the philosophical argument concerning the existence of God, especially in the context of the cosmological argument. If the universe is infinite in the past, then the universe itself could be necessary—challenging the need for a divine creator. Proponents of theistic perspectives, like Craig, insist that an actual infinite regression of causes is impossible or illogical, strengthening the case for a necessary, uncaused cause (Craig & Sinclair, 2009). Conversely, some scholars like Graham Oppy have argued that an infinite regress does not necessarily lead to absurdity, and therefore the universe could be eternal in the past, reducing the necessity of invoking God as a causal explanation (Oppy, 2006).

Further philosophical implications arise when considering the divine qualities of infinity attributed to God. The traditional conception of God as infinite in knowledge, power, and presence raises questions about the coherence of divine infinity in relation to human understanding. Philosophers like William Lane Craig argue that divine infinity is qualitatively different from mathematical infinity—God's infinity is perfect, omnipresent, and necessary, not merely an unbounded mathematical quantity (Craig, 2010). Critics challenge whether such an infinite divine nature is coherent or meaningful, pointing to paradoxes like divine omniscience and human free will, or divine omnipotence and the problem of evil, which are intricately linked to concepts of infinity.

In conclusion, the discussion of infinity in GOD? illuminates core philosophical debates about the nature of existence, causality, and divine attributes. Incorporating perspectives from mathematicians like Cantor and philosophers such as Oppy enriches the discussion, highlighting the diversity of views regarding the coherence and implications of infinity. Whether infinity points toward the necessity of a divine creator or challenges classical notions of a universe with a beginning remains a vital question within philosophical theology. Engaging with these complexities underscores the importance of critical thinking and philosophical inquiry when examining claims about the divine and the universe (Rowe, 2004; Swinburne, 2004).

References

  • Cantor, G. (1897). Contributions to the Founding of the Theory of Transfinite Numbers. Dover Publications.
  • Craig, W. L. (2010). Reasonable Faith: Christian Truth and Apologetics (3rd ed.). Crossway Books.
  • Craig, W. L., & Craig, J. P. (2009). The Kalam Cosmological Argument. Edinburgh University Press.
  • Craig, W. L., & Sinclair, J. (2009). The Kalam Cosmological Argument. Wipf and Stock Publishers.
  • Hilbert, D. (1952). "Mathematical Problems," Bulletin of the American Mathematical Society, 58(5), 497-498.
  • Oppy, G. (2006). Aristotle, David Hume, and the Problem of Causality. Cambridge University Press.
  • Rowe, W. L. (2004). The Cosmological Argument. Cambridge University Press.
  • Swinburne, R. (2004). The Existence of God. Oxford University Press.