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The unity of God is stated many times in Jewish tradition. It is the second of Maimonides's 13 principles of faith; Maimonides wrote that, "This God is One, not two or more than two, but One whose unity is different from all other unities that there are. He is not one as a genus, which contains many species, is one.
In his commentary on the Mishnah (Tractate Sanhedrin, chapter 10), Maimonides formulates his "13 principles of faith"; and that these principles summarized what he viewed as the required beliefs of Judaism: The existence of God. God's unity and indivisibility into elements. God's spirituality and incorporeality. God's eternity.
A Guide to Conclusive Proofs for the Principles of Belief (Arabic: الإرشاد إلى قواطع الأدلة في أصول الاعتقاد, romanized: Al-Irshad ila Qawati' al-Adilla fi Usul al-I'tiqad), commonly known simply as Al-Irshad ("The Guide"), is a major classic of Islamic theology.
A belief is basic if it is justified directly, meaning that its validity does not depend on the support of other beliefs. [m] A belief is non-basic if it is justified by another belief. [133] For example, the belief that it rained last night is a non-basic belief if it is inferred from the observation that the street is wet. [134]
belief in the existence of God; belief in the revelation of God, belief in divine justice, as related to the idea of immortality. From these three principles, Albo posited that a religion must have eight derivative principles (shorashim [roots] or ikkarim peratiim [specific fundamentals]) which follow logically from the three fundamentals: [5]
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The 13 attributes closely parallel the description of God's nature in the second of the Ten Commandments, except that God is characterized as merciful rather than zealous. [1] Thus, they represent a covenant between God and Israel, replacing the covenant of the Ten Commandments which was broken by the golden calf sin. [ 1 ]
Bayesian epistemology is a formal approach to various topics in epistemology that has its roots in Thomas Bayes' work in the field of probability theory. [1] One advantage of its formal method in contrast to traditional epistemology is that its concepts and theorems can be defined with a high degree of precision.