## MATLAB Programming by The MathWorks

By The MathWorks

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**Extra info for MATLAB Programming**

**Example text**

However, using a single subscript deletes a single element, or sequence of elements, and reshapes the remaining elements into a row vector. So X(2:2:10) = [] results in X = 169 27 13121 Advanced Indexing MATLAB stores each array as a column of values regardless of the actual dimensions. This column consists of the array columns, appended end to end. For example, MATLAB stores A = [2 6 9; 4 2 8; 3 0 1] 10-42 Indexing and Subscripting as 2 4 3 6 2 0 9 8 1 Accessing A with a single subscript indexes directly into the storage column.

10-33 10 M-File Programming switch can handle multiple conditions in a single case statement by enclosing the case expression in a cell array. switch var case 1 disp(’1’) case {2,3,4} disp(’2 or 3 or 4’) case 5 disp(’5’) otherwise disp(’something else’) end while The while loop executes a statement or group of statements repeatedly as long as the controlling expression is true (1). Its syntax is: while expression statements end If the expression evaluates to a matrix, all its elements must be 1 for execution to continue.

A(3) accesses the third value in the column, the number 3. A(7) accesses the seventh value, 9, and so on. If you supply more subscripts, MATLAB calculates an index into the storage column based on the dimensions you assigned to the array. For example, assume a two-dimensional array like A has size [d1 d2], where d1 is the number of rows in the array and d2 is the number of columns. If you supply two subscripts (i,j) representing row-column indices, the offset is (j–1)*d1+i Given the expression A(3,2), MATLAB calculates the offset into A’s storage column as (2-1)*3+3, or 6.