Finite set

actually an expert on the actualization of potentials. At least I would hope someone who could write eight pages on a subject would have some knowledge of the topic. Although I agree with everything Corduan had to say about potential finite things being actualized by actual finite things, I do not believe he has proven God 's existence. I also agree with what Corduan says about the five…

Week 7 essay Paper by J A Robinson The paper from J.A Robinson presents a formulation of first order logic, which is designed to use as an instrument for computer theorem proving program. There have other first order logic based theorem but they are mostly used for other purposes. Inference principles needs only to be sound and effective. The paper provides an inference principle called resolution principle which not human oriented but machine oriented. The formalism used in this paper in not…

manifolds and Cantor’s threefold concept of the finite, the transfinite, and the infinite in mathematics and to the non-locality of quantum mechanics. Thereby, he renders co-presence as an infinite fractal-like character. To be more specific, gleaning from Pannenberg the idea of the dialectical mutual indwelling of the finite and the infinite, based on Hegel’s concept of infinity, Russell specifies the notion of infinite as the consummation of the finite that is yet larger than their…

In “Why This? Why Anything?” Derek Parfit provides his demonstration of the fallibility of providing causal answers for the creation of the universe. In light of the fallibility of causal answers, Parfit seeks to incorporate his response to the creation of the universe with the use of non-causal answers which explains something’s existence in virtue of its properties, rather than attempting to follow an infinite chain of reasoning. While Parfit adequately demonstrates an inability to conform our…

spokesperson for the discipline of mathematics in The 20th century. (www.storyofmathematics.com/20). Hilbert proposed new Formal sets of geometrical axioms, known as the Hilbert axioms. But his greatest Known legacy is with working on equations often today referred to as the finiteness theorem. Interestingly, though Hilbert could not actually construct this finite sets of equations, At the time, some critics passed this off as mere theology or smoke-and-mirrors, but it effectively…

population growth was an impending danger that if not properly checked would result in an unfavorable outcome for human society. The main idea behind his theory was that the accelerated growth of the human population is unsustainable and that we are set to eventually outpace our ability to produce food, leading to a major catastrophe. Two hundred years later, Thomas Malthus’ theory fortunately has not come to fruition, however, it is still a major topic of discussion. Two opposing schools of…

chemistry, multiphase flow, and etc.  The CFD solutions can only be as accurate as the physical models on which they are based.  Numerical errors.  Solving equations on a computer invariably introduces numerical errors.  Round-off error: due to finite word size available on the computer.  Truncation error which is due to approximations in the numerical models. Truncation errors will go to zero as the grid is refined. Mesh refinement is one way to deal with truncation error.  Boundary…

resources in order to survive such as; oxygen, food, and water which are between the most essential needs of human being. The main issue is the increase in population whereas these resources are limited. According to Garrett Hardin “A finite world can support only a finite population”. The tragedy of the common is an economic concept which individual acting that human needs is unlimited while we live in a limited world, and the population rate is growing day-to day which make the resources is…

A central notion is 'stratification', such that language is analysed in terms of four strata: Context, Semantics, Lexico-Grammar and Phonology-Graphology. Context concerns the Field (what is going on), Tenor (the social roles and relationships between the participants), and the Mode (aspects of the channel of communication, e.g., monologic/dialogic, spoken/written, +/- visual-contact, etc.). Systemic semantics includes what is usually called 'pragmatics'. Semantics is divided into three…

FLA #1 1. What is the relationship of language and culture? • According to Edward Sapir (1921) cited by David Elmes (2013), there is an adjacent connection between language and culture in which one cannot likely to understand or appreciate without having the awareness of the other. Furthermore, Emma (2010) says that language can be noticed as a verbal manifestation of culture wherein it maintains the culture ties and expresses the culture of a specific community. Aubrey Neil Leveridge (2008)…