((link)) — Phil1068 Hku

If you are looking for an "interesting report" related to this course, you are likely looking for a .

Because Sentential Logic cannot evaluate arguments reliant on sub-sentence parts (such as "All humans are mortal"), the final third of the course transitions to First-Order Predicate Calculus. Introducing Universal Quantifiers ( ∀xfor all x , meaning "for all ") and Existential Quantifiers ( ∃xthere exists x , meaning "there exists an

: Often uses Jonathan Ichikawa’s expanded version of P.D. Magnus's forall x, an open-access textbook.

Ensure your webcam clearly shows your face and work area; virtual backgrounds must be off .

into formal symbolic frameworks. Construct rigorous proofs using formal derivation rules. Core Syllabus Breakdown phil1068 hku

While advertised as needing no math, logic is highly systematic. Students who enjoy puzzles or coding often find it easier than those who prefer traditional essay-based philosophy. Common Pitfalls: Many students struggle with Quantifier Elimination (QE)

Usually held mid-semester, this acts as a checkpoint to test your grasp of basic syntax and truth tables before moving into more complex proofs.

If you want to prepare ahead or map out your semester, let me know:

Whatever the reason, don't let the "no lectures" part fool you. Logic is like a language—you can’t just cram it the night before the final. Here is a quick blog post to help you navigate the course, based on the latest HKU Philosophy department updates. 1. The Format: Self-Study is Key If you are looking for an "interesting report"

PHIL1068 Elementary Logic is more than just a 6-credit requirement; it is an investment in your cognitive abilities. By teaching students to distinguish valid arguments from invalid ones, it fosters a disciplined mind capable of navigating complex ideas in academic, professional, and personal life.

The course requires no prior background in philosophy or advanced mathematics.

one hour long, during Reading Week on Tuesday 1 March. 40% Final exam. two hours long, during the examination period in May. The University of Hong Kong (HKU) Courses 2024-25 - Philosophy@HKU

: Designing specific universes of discourse to definitively prove whether a predicate-level argument is invalid. The Cognitive Value of PHIL1068 Magnus's forall x, an open-access textbook

The course is a comprehensive introduction to , divided into two primary sections: Sentential (Propositional) Logic and Predicate Logic . Part A: Sentential Logic (SL)

: The course teaches how to dismantle an argument into clear premises and conclusions.

Using truth tables and natural deduction systems to mathematically prove logical consequence. Curriculum Breakdown

The problem for students of logic is that the argument structure is . In classical logic, if the premises are true, the conclusion must be true. However, the conclusion is clearly false. This implies that at least one premise must be false.