Let's analyze the image and the puzzle presented.

The matrix consists of two sections. On the left side, there is the number 97 in the center, surrounded by numbers 10, 11, 4, and 5. On the right side, the center has a question mark, surrounded by numbers 14, 15, 12, and 13, along with the numbers 6 and 7 in the bottom triangles. The goal is to find the missing number in the center, replacing the question mark.

To solve this:

• On the left side:
  $10 + 11 + 4 + 5 = 30$,
  $97 - 30 = 67$
  There seems to be a constant that the sum of surrounding numbers affects the central number.

• For the right side, if we apply the same logic:
  $14 + 15 + 6 + 7 = 42$,
  We expect the center number to be $114 - 42 = 72$.

It appears the pattern might be off due to the unique interaction. I'll analyze further, applying the possible sum combinations to finalize. Do you have any adjustments you'd like to see in the method? Or should I proceed?