Quasi-empiricism in mathematics is the attempt in the philosophy of mathematics to direct philosophers' attention to mathematical practice, in particular...

to debate. Quasi-empiricism in mathematics is an important topic in post-20th-century philosophy of mathematics, especially as reflected in the actual...

practice, quasi-empiricism in mathematics, and so-called folk mathematics, oral traditions in the mainstream mathematical community or in other cultures...

of mathematics Mark Steiner Mathematical universe hypothesis Philosophy of science Quasi-empiricism in mathematics Relationship between mathematics and...

"postmodernism in mathematics" although that term is considered overloaded by some and insulting by others. Quasi-empiricism argues that in doing their research...

of the biosciences and informatics. Studies of mathematical practice and quasi-empiricism in mathematics are also rightly part of the sociology of knowledge...

mathematics in set theory Liar paradox New Foundations Philosophy of mathematics Principia Mathematica Quasi-empiricism in mathematics Mathematical thought...

storm – PhrasePages displaying short descriptions with no spaces Quasi-empiricism in mathematics Rare events – event that occurs with low frequency, often with...

problem of the foundations of mathematics. Quasi-empiricism in mathematics Borovik, Alexandre (November 2006). Mathematics Under the Microscope. Gene Genie...

Hindsight bias Unexpected hanging paradox Map-territory relation Quasi-empiricism in mathematics Wicked problem Kouska's fallacy Sicart, François (26 February...

science of mathematics and embodied mind theses. Somewhat earlier, exploration of mathematical practice and quasi-empiricism in mathematics from the 1950s...

In philosophy, empiricism is an epistemological view which holds that true knowledge or justification comes only or primarily from sensory experience...

Quantum mind Quantum mysticism Quasi-empirical method Quasi-empiricism Quasi-empiricism in mathematics Quasi-quotation Quasi-realism Quassim Cassam Quaternio...

well known for his quasi-empiricism in mathematics, his challenge of the brain in a vat thought experiment, and his other work in philosophy of mind,...

Sanders Peirce Bayesian probability Quasi-empirical methods Foundation ontology Ontology Philosophy of mathematics Mathematics Epistemology Post-processual archaeology...

for instance, Lakatos's A renaissance of empiricism in the recent philosophy of mathematics, section 2, in which he defines a Euclidean system to be...

rather than theory Quasi-empirical method, as close to empiricism as is possible when experience cannot falsify Empirical limits in science, problems with...

Quine at the Mathematics Genealogy Project Obituary from The Guardian Summary and Explanation of "On What There Is" "Two Dogmas of Empiricism" "On Simple...

has been the problem of universals. In epistemology, abstract objects are considered problematic for empiricism. If abstracta lack causal powers and...

A quasi-experiment is an empirical interventional study used to estimate the causal impact of an intervention on target population without random assignment...

investigators and mathematical analysis may be performed on these data. Accuracy and precision Computer science Data analysis Empiricism Epistemology Informatics...

computation Hypercomputation Interactive programming Membrane computing Quasi-empiricism RE (complexity) Super-recursive algorithm Interactive Computation:...

Kluwer. Paul Humphreys (2004). Extending Ourselves: Computational Science, Empiricism, and Scientific Method. Oxford: Oxford University Press. Johannes Lenhard...

consistency amidst an inherent incompleteness in mathematics. Mathematical fallibilism differs from quasi-empiricism, to the extent that the latter does not...

security and reliability Cryptography Fault-tolerant computing Computing in mathematics, natural sciences, engineering, and medicine Algebraic (symbolic) computation...

reflected in the number of fields to which it is relevant. They include the natural sciences and the social sciences as well as philosophy and mathematics. The...

In the philosophy of mathematics, realism is the claim that mathematical entities such as 'number' have an observer-independent existence. Empiricism...

contextual differences as well from naturally-occurring experiments and quasi-experiments. While naturally-occurring experiments rely on an external force...

and mathematical models do not generally apply to history, so that it is not possible to formulate general (quasi-absolute) laws in history. In psychology...

'logic' – mathematics is an extension of logic, some or all of mathematics is reducible to logic, or some or all of mathematics may be modelled in logic....