CHINU 翅努

Reflections on Materialist Metaphysical Dogmatism (by Graham P. Smetham)

A Dynamical Key to the Riemann Hypothesis (by Chris King)

Fractal Geography of the Riemann Zeta Function (by Chris King)

The quadratic Mandelbrot set has been referred to as the most complex and beautiful object in mathematics and the Riemann Zeta function takes the prize for the most complicated and enigmatic function. Here we elucidate the spectrum of Mandelbrot and Julia sets of Zeta, to unearth the geography of its chaotic and fractal diversities, combining these two extremes into one intrepid journey into the deepest abyss of complex function space.

Experimental Observations on the Uncomputability of the Riemann Hypothesis (by Chris King): This paper seeks to explore whether the Riemann hypothesis falls into a class of putatively unprovable mathematical conjectures, which arise as a result of unpredictable irregularity. It also seeks to provide an experimental basis to discover some of the mathematical enigmas surrounding these conjectures, by providing Matlab and C programs which the reader can use to explore and better understand these systems (see appendix 6 in Part II).

On Atheist Spirituality by Elemer E. Rosinger: In this series of essays, I explore and discuss spiritualization of materialistic atheism in support of Andre Comte-Sponville. These essays are further dedicated to Marie-Louise Nykamp.

Essay I contains: A Short Story; Much More Wrong Than ...; Good Life ...; and The Poor Shall Always Be with Us?