Logistics Financial Function of Fractal Dispersion of Hausdorff Measure Prior to Crash Market Signal
Joy Ijeoma Adindu-Dick *
Department of Mathematics, Imo State University, Owerri, Nigeria.
*Author to whom correspondence should be addressed.
Abstract
The world of finance works better through logistics. We consider the logistics function in large market crashes corresponding to values of packing dimension of Rn or \(\alpha\) (max) by analyzing the fractal dispersion of Hausdorff prior to market signal with constraint of a zero heat capacity. We also advocate a stochastic Ito’s iterated procedure for locating optimal market crises signal relative to the Heat equation to give an early warning. The resultant differential equation is solve to obtain the recurrence formula.
Keywords: Fractal dispersion, Hausdorff measure, crash market signal, logistic financial function, confluent hyper-geometric equation