Real Estate Economic Development Based on Logarithmic Growth Function Model

Abstract

This article uses a logarithmic growth model to analyze the correlation between the national economy and real estate. It reveals the Granger causality between the national economy and the real estate economy. The results show a long-term equilibrium relationship and a two-way Granger causality between real estate prices and economic growth. Excessive growth in real estate prices will create bubbles and will also drive economic growth backward.

On a Class of Analytic Functions Related to Robertson’s Formula Involving Crescent Shaped Domain and Lemniscate of Bernoulli

“…It is clear that S * (α) = S * (φ) with φ(z) := (1 + (1 − 2α)z)/(1 − z), z ∈ D. When α = 0 the classes S * := S * (0) and K := K(0) are the well-known classes of normalized starlike and convex univalent functions, respectively. Further ideas on the convexity of real functions and others related to them see, e.g., [3][4][5].…”