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  === Matrix Algebra Functions ===
  
+ ||<#ececec> '''Function''' ||<#ececec> '''Explanation''' ||
+ ||SHOW ||<99%>Show command provides information about 
argument.[[BR]][[BR]]~-''SHOW [TABLES]''-~ ||
- ||MULTIPLY ||'''Multiply''' will determine the product of two matrices. The 
number of columns in the left matrix must match the number of rows in the right 
matrix.  ||
- ||SUBTRACT ||'''Subtract''' will determine the difference of two matrices. 
The matrix may be subtracted from itself, and the result matrix may be either 
of the two input matrices. The right matrix is subtracted from the left matrix. 
 ||
- ||SYMMETRIZE ||'''Symmetrize''' will symmetrize a real square matrix. If the 
result matrix does not exist at the time of the command, it is created. If the 
result matrix does exist, all previous information is lost. The result matrix 
may be the same as the input matrix.  ||
- ||TRANSPOSE ||'''Transpose''' a matrix. If the result matrix does not exist 
at the time of the command, it is created. If the result matrix does exist, all 
previous information is lost. The result matrix may be the same as the input 
matrix, but results in a matrix filled with zero-valued elements. ||
  ||... ||... ||
  
  ----
@@ -87, +85 @@

  == Basic Usage ==
  ..
  == Basic Matrix Operations ==
+ ..
- 
- '''Not Good.... It Just writing =_=;'''
- {{{
- Hbase > A = Matrix(table_m,columnfamily_a);
- Hbase > B = Matrix(table_m,columnfamily_b);
- Hbase > A.random(2,2);
- Hbase > B.random(2,2);
- 
- table_m
- 
-        columnfamily_a             columnfamily_b         columnfamily_b
-       column_1 column_2          column_1 column_2      column_1 column_2
- row_1    1       0       row_1    0       2        row_1    3       3
- row_2    0       0       row_2    1       0        row_2    3       3
- }}}
- 
- 
  ----
  = Matrix Extension Example On Hbase Shell =
  ..

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