A minimalist pigeon silhouette made entirely from small mathematical symbols that represent core course concepts.
Suggested symbols include:
Quantifiers: ∀ (universal quantifier) and ∃ (existential quantifier)
Set and logic symbols: ∩ (intersection), ∪ (union), ¬ (negation), ∧ (and), ∨ (or)
Set brackets: { }
Graph theory nodes and edges: small circles connected by lines
Additional suggestions: ⇒ (implication), ⇔ (biconditional)
Stance:
The pigeon stands in a thoughtful pose, representing its intellectual connection to the course material, This image features a minimalist silhouette of a pigeon. The pigeon is intricately designed using small mathematical symbols and notation. Symbols like quantifiers, logic symbols, and set notations fill its form, showcasing core mathematical concepts. The bird stands in a thoughtful pose, reflecting an intellectual engagement with the subject matter. The overall color scheme is simple, focusing on a gray silhouette against a neutral background, emphasizing the complexity of the symbols within
