We argue that there is a tension between two types of design arguments-the fine-tuning argument (FTA) and the biological design argument (BDA). The tension arises because the strength of each argument is inversely proportional to the value of a certain currently unknown probability. Since the value of that probability is currently unknown, we investigate the properties of the FTA and BDA on dif...

Does God exist? This is a question that philosophers have sought to answer for centuries. But consider the following: What value impact of God's existence? Would existence be good or bad? Should we want These are questions only very recently garnered attention from philosophers. To date, they mostly been tackled by comparing world where exists another as similar it possible but doesn't exist. T...

The divine attributes of omniscience and omnipotence have faced objections to their very consistency. Such objections rely on reasoning parallel to the semantic paradoxes such as the Liar or the set-theoretic paradoxes like Russell’s paradox. With the advent of paraconsistent logics, dialetheism— the view that some contradictions are true — became a major player in the search for a solution to ...

Skeptical theists purport to undermine evidential arguments from evil by appealing to the fact that our knowledge of goods, evils, and their interconnections is signi cantly limited. Michael J. Almeida and Graham Oppy have recently argued that skeptical theism is unacceptable because it results in a form of moral skepticism which rejects inferences that play an important role in our ordinary mo...

Historian of science Frederic Burnham has stated that the God hypothesis is now a more respectable hypothesis than at any time in the last one hundred years. This essay explores recent evidence from cosmology, physics, and biology, which provides epistemological support, though not proof, for belief in God as conceived by a theistic worldview. It develops a notion of epistemological support bas...

Historically, most mathematicians have believed that mathematical truths such as "2+5=7" exist independently of human minds, being universally and eternally true. Mathematicians believe they are discovering properties of, say, prime numbers, rather than merely inventing them. This view of mathematics dates back to Pythagoras (500 BC) and Plato (400 BC). It is often called “Platonism”. In order ...