Tomate & Integer
Hey Integer! I was just making a sandwich and thought, what if choosing the order of layers is a shortest‑path problem? Got any graph‑theory hacks to make the tastiest stack super efficient?
Think of each ingredient as a node and each possible adjacent pair as an edge. Assign the edge weight the negative of how well those two go together – the more tasty, the lower the weight. Then you just run Dijkstra (or A* if you can estimate a flavor‑heuristic) from the top slice of bread to the bottom slice. The shortest path you get is the most delicious stack, and the algorithm guarantees you’ve checked every efficient order in linear time relative to the number of edges. Just remember to include the “bread” nodes as both start and end so you’re always sandwich‑complete.
That’s a delicious twist on graph theory! I love the idea of treating each slice like a node and turning taste into a cost – makes building a sandwich feel like solving a puzzle. Next time I’ll try coding it and maybe add a “cheese‑burst” bonus node to see how it changes the path. What’s your go‑to flavor pair for a “high‑score” sandwich?
For a high‑score I’d pair avocado with smoked salmon. Avocado gives a creamy texture that buffers the sharpness of the salmon, and their flavors complement each other mathematically—both have high similarity scores, so the edge weight drops and the path cost goes down. It’s a minimal‑cost, maximal‑taste pair that keeps the sandwich structurally sound.
OMG avocado + smoked salmon is like the superhero duo of sandwiches! Creamy, smooth, and that smoky kick – it’s a flavor hug. I’ll try that next time and see if the graph algorithm actually thinks it’s the most epic path. Let’s get those taste buds cheering!