Western Philosophy

Hegel would be most likely to agree with the coherence theory of truth because he believed that truth is determined by the coherence of a belief with other beliefs. This is in contrast to Plato, who believed that truth is determined by the correspondence of a belief with reality, and Aristotle, who believed that truth is determined by the evidence that supports a belief.

Plato would be most likely to disagree with the coherence theory of truth because he believed that truth is determined by the correspondence of a belief with reality. This is in contrast to Hegel, who believed that truth is determined by the coherence of a belief with other beliefs, and Aristotle, who believed that truth is determined by the evidence that supports a belief.

Hilary Putnam, Richard Rorty, Donald Davidson, and Robert Brandom are all contemporary philosophers who have defended the coherence theory of truth. These philosophers have argued that the coherence theory of truth is a viable alternative to the correspondence theory of truth and that it can account for the fact that some beliefs are true even though they are not supported by evidence.

William Paley is the most famous philosopher associated with the Argument from Aesthetics. He argued that the universe is like a watch, which is a complex and orderly object that must have been designed by a watchmaker.

John Mbiti was a Kenyan philosopher and theologian who argued that African traditional religion is a form of 'philosophical theology' that emphasizes the interconnectedness of all things.

Plato argued that mathematics is a purely mental activity and that mathematical objects exist only in the mind. He believed that mathematical truths are eternal and unchanging and can be known through reason alone.

David Hilbert argued that mathematics is a purely formal system and that mathematical statements are true or false based solely on their logical structure. He developed a program for axiomatizing all of mathematics and proving its consistency.

Ludwig Wittgenstein argued that mathematics is a language and that mathematical statements are simply expressions in this language. He believed that the meaning of mathematical statements is determined by their use in mathematical practice.

Henri Poincaré argued that mathematics is a form of art and that mathematical creativity is similar to artistic creativity. He believed that mathematicians use their intuition and imagination to create new mathematical concepts and theories.

Pythagoras argued that mathematics is a universal language that can be used to describe the structure of the universe. He believed that the universe is governed by mathematical principles and that mathematics can be used to understand the underlying order of things.

Francis Bacon argued that mathematics is a tool that can be used to solve real-world problems and to improve the human condition. He believed that mathematics can be used to understand the natural world and to develop new technologies that can benefit humanity.

G.E. Moore is widely regarded as the father of ethical prescriptivism due to his influential work, Principia Ethica, published in 1903.

G.E. Moore, in his influential work Principia Ethica, argued against the naturalistic fallacy and defended the idea that moral properties are non-natural and cannot be reduced to non-moral facts.

R.M. Hare, in his work The Language of Morals, defended ethical prescriptivism against the open-question argument by arguing that moral judgments can be objectively evaluated based on their logical consistency and coherence.

David emotivism, associated with philosophers such as A.J. Ayer and C.L. Stevenson, argues that moral judgments are expressions of emotions or attitudes rather than statements of fact. They hold that moral language is primarily used to express feelings of approval or disapproval, rather than to convey objective truths.