Looking for a basic Combinatorics text

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SUMMARY

The discussion centers on the need for a basic combinatorics text suitable for university access exams, particularly for solving combinatorial problems. The user expresses frustration over the lack of combinatorics in their course, highlighting the necessity for a light and accessible resource that includes definitions and interesting problems without deep proofs. Recommendations for such texts are sought to efficiently prepare for the exam.

PREREQUISITES
  • Basic understanding of combinatorial concepts such as permutations and combinations.
  • Familiarity with mathematical problem-solving techniques.
  • Knowledge of foundational mathematics, including algebra and basic probability.
  • Ability to read and comprehend mathematical definitions and problems.
NEXT STEPS
  • Research "Discrete Mathematics" textbooks that include combinatorics sections.
  • Explore online resources or courses focused on introductory combinatorics.
  • Look for problem sets specifically designed for combinatorial challenges.
  • Investigate study guides for university access exams that cover combinatorial topics.
USEFUL FOR

This discussion is beneficial for university students preparing for access exams, educators seeking teaching materials, and anyone interested in a foundational understanding of combinatorics without extensive mathematical proofs.

PhysicsLad
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I need to know this subject for my uni access exam, which will include one combinatorics problem.

It's very silly because it's not studied in the course at all, you are instead given random problems and are supposed to magically know them and work them out in the most painful ways. I just don't have the physical time to waste it inventing formulas for how many lads shake hands (I wish I did because it's an interesting field)

It's going to be something I'll read on my 'free' time after I've done my Maths, Physics and Chemistry work so it has to be as light of a read as possible. I'm not looking for a deep treatment with proofs. Definitions here and there and interesting problems is all I need.
 
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