The most important result of mathematical thinking is its ability to handle and express with the symbols of 0 and ∞ the unconceivably small and infinitely large things. However the most refined relationship of these two qualities is still in darkness even today. In the middle of the last century a neglected Hungarian mathematician were able to formulate a so called infinitely precise analysis to link infinity and zero. In his researches he was able to calculate the exact or numerical value (as a formula) of infinity and zero, which also forms the basis of metamathematics.

This he finalized in a new way of formulating polynomial expressions of numbers or mathematical formulas, especially for those where such a formula was not existent or run into infinity and mathematicians thought that they cannot be calculated properly or to find numerical solution in polynomial time. This infinitely precise analysis could also help to formulate the so called unified theory of physics where the above mentioned relationship, called duality symmetry, plays a crucial role in unifying quantum mechanics (infinitely small) with general relativity (infinitely large).