Rationalism
Definition
Rationalism describes any philosophy that claims that beliefs and opinions should always be logical, deductive conclusions rather than being based on experience, observations, religious teachings, or divine revelation.
Keywords: Rationalism, Philosophy, Logical, Reasoning, Deductive, Experience, Observations, Religious, Revelation, Contradictory.
Veracity
Rationalistic claims are false .
Proof
All self-refuting or contradictory claims are deductively false.
Premise 1: Only deductive conclusions should be believed.
Premise 2: Premise 1, being the foundation or starting point of the philosophy, is not itself a deductive conclusion.
Conclusion: Therefore, premise 1, also known as "rationalism", should not be believed.
Rationalistic claims, when adhered to, require the rejection of rationalistic claims. To accept them is to reject them, making rationalism inherently contradictory and deductively false.
Gilbert Guttlebocker, Defender of Dragons
Riveting, yet absurd; romantic, yet innocent; Gilbert Guttlebocker, Defender of Dragons is a little Roald Dahl, a little Harry Potter, and a little Chronicles of Narnia, all rolled into one. Timothy McCabe collaborates with the great Benedict Ballyhoot to bring you the novel of the century!
In Printed Form
Along with numerous other authors including Don Landis, Bodie Hodge and Roger Patterson, Timothy McCabe contributes analyses of various world religions and cults in this volume from Master Books.
Other Writings
"If God is "just is", then why can't the universe "just be"?"
God has made it clear that this is not the case (Genesis 1:1, 2:4; Isaiah 42:5, 45:8, 45:18; Ephesians 3:9; Colossians 1:16; Revelation 4:11, 10:6), and since He is perfectly knowledgeable (Job 37:16; Psalm 147:5; Isaiah 46:9-10; John 21:17; 1 John 3:20), perfectly honest (Exodus 34:6; 2 Samuel 7:28; Psalm 31:5, 57:10; John 1:14, 1:17, 14:6; Ephesians 4:21; Hebrews 6:18), and perfectly sovereign (1 Chronicles 29:14; Job 41:11; Psalm 119:91, 135:6; Ecclesiastes 11:5; Mark 10:27; John 1:3, 5:44;...
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"Since an Actual Infinity cannot logically exist, is an infinite God a logical contradiction? Are there any religions that believe in God as a potential infinitely omnipotent being, but not an actual one?"
Complete sets with members that are unending in quantity do exist. A sample set would be the set of all possible configurations of the letters ABC, where duplication of characters is permitted. We would have: ABC, ACB, BAC, BCA, CAB, CBA, AABC, AACB, ABAC, ABCA, ACAB, ACBA, BABC, etc. In fact, the quantity of complete sets with members that are unending in quantity are themselves unending in quantity (the set of all infinite sets is an infinite set).
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"Here is another contradiction of the millions in the bible: Hebrews 6:18 vs. Ezekiel 14:9, if you think this isn't a contradiction, please respond with proof from scripture."
Hebrews 6:17-18 (NKJV) Thus God, determining to show more abundantly to the heirs of promise the immutability of His counsel, confirmed it by an oath, that by two immutable things, in which it is impossible for God to lie, we might have strong consolation, who have fled for refuge to lay hold of the hope set before us.
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