TheAlgorithms
diff --git a/‎graph/spanning_tree/dijkstra.swift
+108 b/‎graph/spanning_tree/dijkstra.swift
+108
@@ -0,0 +1,108 @@
+class Node : CustomStringConvertible {
+    // unique identifier required for each node
+    var identifier : Int
+    var distance : Int = Int.max
+    var edges = [Edge]()
+    var visited = false
+    
+    var description: String {
+        var edgesString = String()
+        edges.forEach{  edgesString.append($0.description)}
+        return "{ Node, identifier: \(identifier.description) +  Edges: \(edgesString) + }"
+    }
+    
+    init(visited: Bool, identifier: Int, edges: [Edge]) {
+        self.visited = visited
+        self.identifier = identifier
+        self.edges = edges
+    }
+    
+    static func == (lhs: Node, rhs: Node) -> Bool {
+        return lhs.identifier == rhs.identifier
+    }
+}
+
+class Edge {
+    var from: Node // does not actually need to be stored!
+    var to: Node
+    var weight: Int
+    var description : String {
+        return "{ Edge, from: \(from.identifier), to: \(to.identifier), weight: \(weight) }"
+        
+    }
+    init(to: Node, from: Node, weight: Int) {
+        self.to = to
+        self.weight = weight
+        self.from = from
+    }
+}
+
+class Graph {
+    var nodes: [Node] = []
+}
+
+
+// Complete the quickestWayUp function below.
+func setupGraphwith(edges: [[Int]]) -> Graph {
+    let graph = Graph()
+    
+    // create all the nodes
+    // The first and last node need to be included, so need nodes from "to" and "from"
+    let nodeNames = Set ( edges.map{ $0[0] } + edges.map{ $0[1]} )
+    for node in nodeNames {
+        let newNode = Node(visited: false, identifier: node, edges: [])
+        graph.nodes.append(newNode)
+    }
+    
+    // create all the edges to link the nodes
+    for edge in edges {
+        if let fromNode = graph.nodes.first(where: { $0.identifier == edge[0] }) {
+            if let toNode = graph.nodes.first(where: { $0.identifier == edge[1] }) {
+                let forwardEdge = Edge(to: toNode, from: fromNode, weight: edge[2])
+                fromNode.edges.append(forwardEdge)
+            }
+        }
+    }
+    return graph
+}
+
+func shortestPath (source: Int, destination: Int, graph: Graph) -> Int {
+
+    var currentNode = graph.nodes.first{ $0.identifier == source }!
+    currentNode.visited = true
+    currentNode.distance = 0
+    var toVisit = [Node]()
+    toVisit.append(currentNode)
+    while ( !toVisit.isEmpty) {
+        toVisit = toVisit.filter{ $0.identifier != currentNode.identifier }
+        currentNode.visited = true
+        // Go to each adjacent vertex and update the path length
+        for connectedEdge in currentNode.edges {
+            let dist = currentNode.distance + connectedEdge.weight
+            
+            if (dist < connectedEdge.to.distance) {
+                
+                connectedEdge.to.distance = dist
+                toVisit.append(connectedEdge.to)
+                if (connectedEdge.to.visited == true) {
+                    
+                    connectedEdge.to.visited = false
+                }
+            }
+        }
+        
+        currentNode.visited = true
+        //set current node to the smallest vertex
+        if !toVisit.isEmpty {
+            currentNode = toVisit.min(by: { (a, b) -> Bool in
+                return a.distance < b.distance
+            })!
+        }
+        
+        if (currentNode.identifier == destination) {
+            return currentNode.distance
+        }
+    }
+    
+    return -1
+}