I'm currently grappling with coding a recursive function, specifically one that involves "Tree Recursion". I could really use some guidance to steer me in the right direction.
To better explain my dilemma, let's consider a basic example showcasing the data and my objective. Please note that the actual data is significantly more complex...
Essentially, I begin with an array containing a single array of objects as shown below, where the prop2 in any object can either be a valid string or an empty string...
[
[
{ prop1: "abc", prop2: "" },
{ prop1: "def", prop2: "one" },
{ prop1: "ghi", prop2: "" }
]
]
The task at hand for my algorithm is to examine the above array, iterate over the objects, and once it encounters an object with an empty string in prop2, it must duplicate the array three times. Subsequently, it should replace the empty string in only that specific object with three different values (one/two/three) like so...
[
[
{ prop1: "abc", prop2: "one" },
{ prop1: "def", prop2: "one" },
{ prop1: "ghi", prop2: "" }
],
[
{ prop1: "abc", prop2: "two" },
{ prop1: "def", prop2: "one" },
{ prop1: "ghi", prop2: "" }
],
[
{ prop1: "abc", prop2: "three" },
{ prop1: "def", prop2: "one" },
{ prop1: "ghi", prop2: "" }
]
]
Following this modification, the algorithm restarts afresh with the new array consisting of three arrays.
During the subsequent iteration, each of the three arrays will be replicated thrice and the empty string will undergo a similar replacement process.
In this simple instance, the end outcome would be an array comprising nine arrays.
If the original array contained more objects with empty prop2 values, additional iterations would be necessary.
Fundamentally, I am transforming an array of objects with certain props being empty strings by broadly "expanding" those particular prop values to encompass every possible permutation of "one"/"two"/"three".
Although recursion seems ideally suited for this problem, I am encountering challenges when trying to formulate the code.
It appears that the "base case" would entail having an array of objects wherein none possess properties with empty strings – returning said array in such scenarios.
However, I am uncertain about how the other case should be structured beyond invoking the same function thrice with the newly generated variants. The desired output for this alternate scenario also remains unclear to me.
Unfortunately, I have not been able to locate relevant examples resembling the task at hand online.
EDIT: Upon reviewing the responses suggesting recursive solutions, while they indeed function accurately, it is now apparent that arriving at a recursive solution has proven far from straightforward. Surprisingly, the non-recursive approach emerges as the most effective solution.