Created
September 28, 2020 04:25
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type void struct{} | |
type g = map[string](map[string]float64) | |
type stringSet = map[string]void | |
var member void | |
func calcEquation(equations [][]string, values []float64, queries [][]string) []float64 { | |
// 1. Make a directed, weighted graph out of each equation | |
graph, seen := make(g), make(stringSet) | |
for i, vars := range equations { | |
numerator, denominator := vars[0], vars[1] | |
if graph[numerator] == nil { | |
graph[numerator] = make(map[string]float64) | |
} | |
if graph[denominator] == nil { | |
graph[denominator] = make(map[string]float64) | |
} | |
graph[numerator][denominator] = values[i] | |
graph[denominator][numerator] = 1 / values[i] | |
} | |
// 2. Define some way to traverse from one vertex to another in the graph | |
var dfs func(string, string) float64 | |
dfs = func(node, destination string) float64 { | |
_, visited := seen[node] | |
switch { | |
case node == destination: | |
return 1 | |
case visited: | |
return -1 | |
default: | |
seen[node] = member | |
defer func() { delete(seen, node) }() | |
for sister, weight := range graph[node] { | |
searchResult := dfs(sister, destination) | |
if searchResult != -1 { | |
return searchResult * weight | |
} | |
} | |
return -1 | |
} | |
} | |
// 3. For each query, traverse to solve the equation | |
result := make([]float64, len(queries)) | |
for i, q := range queries { | |
origin, destination := q[0], q[1] | |
_, existO := graph[origin] | |
_, existD := graph[destination] | |
switch { | |
case !existO || !existD: | |
result[i] = -1 | |
case origin == destination: | |
result[i] = 1 | |
default: | |
result[i] = dfs(origin, destination) | |
} | |
} | |
return result | |
} |
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