![]() It doesn't give me all possible combinations permutations, it just changes what I typed in vertically down a column, and outputs the results horizontally. In column B the VBA gives me (in a single cell): one,two,three In column A, if I type (one word per row): One I have given this a try but it does not seem to work. I would like to be able to type in any number of input values and the input values will be any word, phrase, number, letters, or a combination permutation of all of those. Here is what it should look like if 3 values are given:ĭoes anyone know how to do this in Excel? The output generated should be something like this One How do I go about creating a formula which takes any number of given input values, and then generates an output value with all possible combinations permutations based on the input values given.įor example, if the input values where as following One Therefore, the suggested duplicate does not answer my question. The suggested duplicate always shows column A at the left most position of the output, column b in the middle of the output and column c at the left of the output. The suggested duplicate always provides 3 inputs per variation.įurthermore, my question also asks for variations to show all possible orders of the inputs too. The suggested duplicate does not show all possible variations based on the number of options, so an input of 3 can have a variation of 1, 2, and 3 of the inputs. n, - and the ith element will be exchanged later - with some element of the tail Is_Last := True I := N - 1 loop if P ( I ) P ( I ) loop J := J - 1 end loop J := J + 1 - exchange them - this will give the next permutation in lexicographic order, - since every element from ith to the last is minimum Swap ( P ( I ), P ( J )) end Go_To_Next end Generic_Perm The procedure Print_Perms ĬO REQUIRED BY "prelude_permutations.Please note my question is different from the suggested duplicate. ![]() Package body Generic_Perm is procedure Set_To_First ( P : out Permutation Is_Last : out Boolean ) is begin for I in P ' Range loop P ( I ) := I end loop Is_Last := P ' Length = 1 - if P has a single element, the fist permutation is the last one end Set_To_First procedure Go_To_Next ( P : in out Permutation Is_Last : out Boolean ) is procedure Swap ( A, B : in out Integer ) is C : Integer := A begin A := B B := C end Swap I, J, K : Element begin - find longest tail decreasing sequence - after the loop, this sequence is I+1. When given N, this package defines the Element and Permutation types and exports procedures to set a permutation P to the first one, and to change P into the next one: ![]() The second part is to read the N from the command line, and to actually print all permutations over 1. This can be used elsewhere, e.g., for the Topswaps ] task. We split the task into two parts: The first part is to represent permutations, to initialize them and to go from one permutation to another one, until the last one has been reached. modify iv_set index lv_perm from lv_temp_2. read table iv_set index lv_len into lv_temp_2. read table iv_set index lv_perm into lv_temp. modify iv_set index lv_first from lv_temp. modify iv_set index lv_count from lv_temp_2. read table iv_set index lv_first into lv_temp_2. read table iv_set index lv_count into lv_temp. lv_first = lv_len + lv_perm - lv_count + 1. " Swap tail decresing to get a tail increasing. If we find one, break out of the table and set the " flag indicating a switch. " Loop backwards through the table, attempting to find elements which " can be permuted. data : lv_len type i, lv_first type i, lv_third type i, lv_count type i, lv_temp type i, lv_temp_2 type i, lv_second type i, lv_changed type c, lv_perm type i. form permute using iv_set like lt_numbers changing ev_last type c. " Permutation function - this is used to permute: " Can be used for an unbounded size set. write ( 1 ) lv_number no - gap left - justified. perform permute using lt_numbers changing lv_flag. include "./includeARM64.inc" Value : +1ĭata : lv_flag type c, lv_number type i, lt_numbers type table of i. ![]() Ldr x1,qAdrsZoneConv // insert conversion * permutation by heap iteratif (wikipedia) */Ĭsel x2,x2,x1,ne // the stack must be a multiple of 16 Ldr x0,qAdrTableNumber //address number table * for this file see task include a file in language AArch64 assembly */ * ARM assembly AARCH64 Raspberry PI 3B */
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