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Truth in mathematics
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The classical theory of analytic sets has already been extensively generalized. The present author generalizes these generalizations, from a broad point of view. In keeping with this spirit, the use of separation axioms is minimized, and largely avoided altogether; but for simpl…
This work is a systematic study of ideals over uncountable sets. In particular, we investigate the role of various properties of ideals in arithmetic of cardinal numbers. We also study consequences of existence of precipitous ideals for the generalized continuum hypothesis and t…
"Essentials of Mathematical Thinking addresses the growing need to better comprehend mathematics today. Increasingly, our world is driven by mathematics in all aspects of life. The book is an excellent introduction to the world of mathematics for students not majoring in mathema…