Write a function in Calculus λ that takes as input a directed graph, g, and the identifiers of two vertices, a and b, and returns a list with the path from a to b. If there is
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Write a function in Calculus λ that takes as input a directed graph, g, and the identifiers of two vertices, a and b, and returns a list with the path from a to b. If there is no path from a to b your function should return the empty list.
You can represent the graph as you see fit (and explain it) and you can also identify the vertices as you see fit.
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