- Bolzano
- Bolzano refers to Bernhard Bolzano (1781–1848), an Austrian mathematician and philosopher who made important discoveries about how functions behave and how infinity works in mathematics. Though his work wasn't widely recognized during his lifetime, he's now considered a pioneer who helped lay the groundwork for modern calculus and logic. His most famous contribution is the Bolzano-Weierstrass theorem, a fundamental principle in mathematics that helps us understand continuous functions and infinite sequences.
- Conflates(in argumentation and logic)
- Treats two different things as if they're the same thing, or mixes them up in a way that causes confusion.
- artifact(Contrasted with real cellular structures in evaluating microscopy results)
- A feature in a micrograph produced by the methods of preparation rather than by actual structures in the cell
- conceptual scheme(Śāntarakṣita's epistemology)
- The linguistic and conceptual framework through which we talk about the world, as distinct from the world of particulars itself
- logical form(Used to characterize logical consequence)
- The way that a sentence is built up from the logical particles.
- logical necessity(Distinguishing types of necessity)
- A property of statements that are true in all possible logical contexts, such as tautologies
- substantive content(describes the geographical-historical details being mixed with logical form)
- The actual real-world meaning or subject matter of something, as opposed to just its abstract structure.
- universal truth(what Bolzano claims about his variants)
- A statement that is true everywhere and for everyone, not just in one specific place or time.