please can you give me an array of other ways of saying the following whilst being professional, eloquent, grammatically impressive whilst contextually best-fitting, demonstrating astonishing linguistic prowess and fluidity, conciseness, and maintaining a professional and academic tone one would use in writing an important professional assessment, please also display the word count for each rendition: "However, it's important to note that Dijkstra's Algorithm has its limitations. For instance, it cannot handle negative edge weights, and large graphs may pose computational difficulties[11][12][13]." Given that the aforementioned as well as the following is part of a literature review section that explicitly covers Dijkstra’s shortest path algorithm corresponding to the development of a supermarket navigation aid for the disabled and elderly, during conforming to my request please take this context into consideration as well as the following passage which will precede what I’ve asked for renditions of: "Within graph theory, Dijkstra’s Shortest Path Algorithm conceived in 1956 by Dutch computer scientist Edsger W. Dijkstra, proclaims itself a pivotal concept, instrumental in discerning the shortest path from a given source node to every other node in a graph; underscores its indispensable value for customer route optimisation for underserved populations, specifically the disabled and elderly in supermarket environments (Richards, 2019; GeeksforGeeks, 2022; Gass & Fu, 2016; Navone, 2020). At its core, the algorithm, allocates tentative distance values to each node, commencing with a distance of zero for the source node, whilst other nodes receive a default value of infinity (Singal & Chhillar, 2014). By means of an iterative process, the algorithm subsequently proceeds in updating the distances of adjacent nodes, ultimately establishing the shortest path to each node (Singal & Chhillar, 2014).
1.	During the initialisation phase, as alluded to in the preceding paragraph, all nodes are allotted distance values; setting the source node, the distance of zero, whereas all other nodes are designated a distance value of infinity (GeeksforGeeks, 2024).

2.	Thereafter, the distance refinement stage ensues. For each neighbouring node of the current one in consideration, the algorithm measures tentative distances, following this any necessary revisions are conducted should the recently determined distance be lower than the current appointed value (W3Schools, 2024). 

3.	Next in sequence is the review of unvisited nodes. After a thorough inspection of each of the neighbouring nodes is fulfilled, the initial node is then registered as visited, assuring its exclusion from further reassessment (Tyagi, 2020).

4.	Following the assessment, the juncture in which the succeeding node is selected transpires. The algorithm then determines and opts for the next unvisited node marked with the smallest tentative distance/ [in closest proximity to the most recently visited node], which it labels as the new “current node.” The algorithm then accordingly cycles through this iterative operation from step 2. until the shortest path to all available nodes is calculated/ each unvisited node has been examined, at which this algorithm would have triumphantly prevailed in deciphering the shortest path conundrum for the given graph (LumenLearning, N.D. ; Pizzagalli & Krause, 2022). 
For the purpose of a supermarket navigation aid for the disabled and elderly, reflecting conventions of Dijkstra’s Algorithm, the nodes/ vertices can be symbolic of distinct points of interest within the supermarket exemplified by aisles or departments, while the edges would denote the paths interconnecting these junctures. The weights of these edges may be quantified based not only through physical distance traversed, but also by other contributing factors such as those concerning the mobility capabilities of individual customers/ users, additionally considering in-store crowd density (Pizzagalli & Krause, 2022; GeeksforGeeks, 2022). The implementation of Dijkstra’s Algorithm in this given scenario enables the formulation of pathway through and around the supermarket that diminishes the aggregated distance covered, consequently streamlining shopping endeavours, and most importantly catering to the commonly neglected requirements of individuals with disabilities and elderly shoppers (GeeksforGeeks, 2022; Johnson, et al., 2020)."