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“The typical atheist rebels against God as a teenager rebels against his parents. When his own desires or standards are not fulfilled in the way that he sees fit, he, in revolt, storms out of the house in denial of the Word of God and in scrutiny of a great deal of those who stand by the Word of God. The epithet 'Heavenly Father' is a grand reflection, a relation to that of human nature.”

“The world saw and understood that, when it comes to the normalization of the Armenian-Turkish relations, they have to deal not just with Armenia with its three million population, but with the ten million Armenians. And let no one ignore the fact that, contrary to any slogans, the Armenian nation is united in its goals and is strong with its sons and daughters.”

“The Reverend Douglas Wilson may not be a professional historian, as his detractors say, but he has a strong grasp of the essentials of the history of slavery and its relation to Christian doctrine. Indeed, sad to say, his grasp is a great deal stronger than that of most professors of American history, whose distortions and trivializations disgrace our college classrooms. And the Reverend Mr. Wilson is a fighter, especially effective in defense of Christianity against those who try to turn Jesus' way of salvation into pseudo-moralistic drivel.”

“It is almost as hard to define mathematics as it is to define economics, and one is tempted to fall back on the famous old definition attributed to Jacob Viner, "Economics is what economists do," and say that mathematics is what mathematicians do. A large part of mathematics deals with the formal relations of quantities or numbers.”

“. . . the membership relation for sets can often be replaced by the composition operation for functions. This leads to an alternative foundation for Mathematics upon categories -- specifically, on the category of all functions. Now much of Mathematics is dynamic, in that it deals with morphisms of an object into another object of the same kind. Such morphisms (like functions) form categories, and so the approach via categories fits well with the objective of organizing and understanding Mathematics. That, in truth, should be the goal of a proper philosophy of Mathematics.”

“What exactly is mathematics? Many have tried but nobody has really succeeded in defining mathematics; it is always something else. Roughly speaking, people know that it deals with numbers, figures, with relations, operations, and that its formal procedures involving axioms, proofs, lemmas, theorems have not changed since the time of Archimedes.”

“Skepticism is unbelief in cause and effect. A man does not see, that, as he eats, so he thinks: as he deals, so he is, and so he appears; he does not see that his son is the son of his thoughts and of his actions; that fortunes are not exceptions but fruits; that relation and connection are not somewhere and sometimes, but everywhere and always; no miscellany, no exemption, no anomaly,--but method, and an even web; and what comes out, that was put in.”