Purpose – The distinction between essence and existence cannot be a distinction in God: in the actual infinite, essence and existence coincide and are one. In it, maximum and minimum coincide. Coincidentia oppositorum is a Latin phrase meaning coincidence of opposites. It is a neo-Platonic term, attributed to the fifteenth-century German scholar Nicholas of Cusa in his essay, Docta Ignorantia. God (coincidentia oppositorum) is the synthesis of opposites in a unique and absolutely infinite being. God transcends all distinctions and oppositions that are found in creatures. The purpose of this paper is to study Cusanus’s thought in respect to infinity (actual and potential), Spinoza’s relationship with Cusanus, and present a mathematical theor...
The seventeenth century was an important period in the conceptual development of the notion of the i...
In the Reality we know, we cannot say if something is infinite whether we are doing Physics, Biology...
One of the greatest developments in mathematics was Georg Cantor\u27s theory of infinity. His work p...
Renaissance philosopher, mathematician, and theologian Nicholas of Cusa (1401-1464) said that there ...
Purpose – The doctrine of coincidentia oppositorum (the coincidence of opposites), the interpenetrat...
Renaissance philosopher, mathematician, and theologian Nicholas of Cusa (1401-1464) said that there ...
Human language has the characteristic of being open and in some cases polysemic. The word “infinite”...
This article addresses a novel aspect of the classic theory of manifestation which is characteristic...
This work provides a detailed account of the historical role of the distinction between the potentia...
Complementarity in Nature and … beyond? or: coincidentia oppositorum in the Bibleas Cusanus wishes i...
This paper investigates some consequences of a mathematical understanding of infinity and connected...
Thesis (M.A.)--Boston UniversityThe fundamental principle of the philosophy of Benedict de Spinoza i...
This paper explores the concept of infinity in mathematics and its relation to theological considera...
Certain areas in mathematics seem to possess deep secrets. Such are the areas of mathematics that de...
Mathematics is obviously important in the sciences. And so it is likely to be equally important in a...
The seventeenth century was an important period in the conceptual development of the notion of the i...
In the Reality we know, we cannot say if something is infinite whether we are doing Physics, Biology...
One of the greatest developments in mathematics was Georg Cantor\u27s theory of infinity. His work p...
Renaissance philosopher, mathematician, and theologian Nicholas of Cusa (1401-1464) said that there ...
Purpose – The doctrine of coincidentia oppositorum (the coincidence of opposites), the interpenetrat...
Renaissance philosopher, mathematician, and theologian Nicholas of Cusa (1401-1464) said that there ...
Human language has the characteristic of being open and in some cases polysemic. The word “infinite”...
This article addresses a novel aspect of the classic theory of manifestation which is characteristic...
This work provides a detailed account of the historical role of the distinction between the potentia...
Complementarity in Nature and … beyond? or: coincidentia oppositorum in the Bibleas Cusanus wishes i...
This paper investigates some consequences of a mathematical understanding of infinity and connected...
Thesis (M.A.)--Boston UniversityThe fundamental principle of the philosophy of Benedict de Spinoza i...
This paper explores the concept of infinity in mathematics and its relation to theological considera...
Certain areas in mathematics seem to possess deep secrets. Such are the areas of mathematics that de...
Mathematics is obviously important in the sciences. And so it is likely to be equally important in a...
The seventeenth century was an important period in the conceptual development of the notion of the i...
In the Reality we know, we cannot say if something is infinite whether we are doing Physics, Biology...
One of the greatest developments in mathematics was Georg Cantor\u27s theory of infinity. His work p...