Quick Programming Project by skyscrapper

Hello,

A single word anagram solver would be extremely simple; yet, a multi-word anagram solver would take some time to modify using multi-field combinatorics to aid the functions in figuring it out the fastest.

If you have the ability to store a dictionary of variables, this is one way that would work extremely well, and faster than searching the entire dictionary for similar characters:

step (0) compile a dictionary array for comparison and ordering them based on sum or product value instead of alphabetically (eg.
sum of a+t+e = 1 + 20 + 5 = 26 and sum t+e+a = 20+5+1 = 26; yet, product is important too as it
ate = 1*20*5 = 100 and tea = 20*5*1 = 100
)

step (1) compare sum and product of values for anagram to the stored data.

step (2) compare length of string (ate has length 3 letters and so does tea)

step (3) for even more assuredness, compare the the amount of similar letters in the string (so in “ate” there is 1 a, 1 t, 1e and the same is correct for “tea”)

step (4) add it to an array of found combinations for display to the user

I have shown you I can do it, and this is only one approach.

If you are interested in allowing me to program for you, please e-mail me at my supplied e-mail address. I am a student and I could use the money.

The complexity of the project calls for much more than you are offering, considering the programmer must have a very solid math background, and we usually don’t come cheap; yet, I am a student right now, and I need the money; thus, I am offering to do it at the full amount of $250 for it is the same as paying me $10 dollars per hour if I spend a few days working on your project.

I am familiar with Flash AS3, VB, c++, php, DHTML with AJAX (or AJAJ considering I prefer JSON), MySQL, and a little java through school.

If you absolutely require it be programmed in something I have little experience with, I can quickly pick up a similar language in about day or two; considering, all code follows similar OOP, aspect, or procedural paradigms.

Thank You,
Anthony Pace

Hello again,

If you read my precious comment completely, the reason for this approach, is because there are a great many words with 4 letters or 6 letters, and searching for all the combinations would be very processor intensive if searching primarily by length of word and characters alone.

Thank you,
Anthony Pace