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An Introduction to Logical Entropy and its Relation to Shannon Entropy
partition logic logical entropy Shannon entropy information as distinctions
2016/6/13
The logical basis for information theory is the newly developed logic of partitions that is dual to the usual Boolean logic of subsets. The key concept is a "distinction" of a partition, an ordered pa...
Why Mathematical Solutions of Zeno’s Paradoxes Miss The Point: Zeno’s One and Many Relation and Parmenides’ Prohibition
parmenides, zeno, mathematics, infinitesimals, infinity, eleatics, zeno's arrow, stadium, achilles, indeterminate forms
2011/9/8
MATHEMATICAL RESOLUTIONS OF ZENO’s PARADOXES of motion have been offered on a regular basis since the paradoxes were first formulated. In this paper I will argue that such mathematical “solutions” mis...
The Structure of Chemistry In Relation to the Philosophy of Science
Chemistry the Philosophy of Science
2008/4/3
The aim of this essay is twofold: to describe the logical structure of modern chemistry as it appears to a practising physical chemist, and to suggest points of contact with some contemporary accounts...
From Hegelian Logic to Nature The Relation of Philosophy to the Empirical Sciences
Nature Relation of Philosophy
2008/4/2
[Wendell Kisner currently teaches philosophy at Grant MacEwan College in Edmonton, Alberta, Canada. He authored "Life as Idea: The Irreducibility of Living Process to Mechanism in Hegel's Logic" as hi...
Why Mathematical Solutions of Zeno’s Paradoxes Miss The Point: Zeno’s One and Many Relation and Parmenides’Prohibition
parmenides zeno mathematics infinitesimals infinity eleatics
2008/3/31
MATHEMATICAL RESOLUTIONS OF ZENO’s PARADOXES of motion have been offered on a regular basis since the paradoxes were first formulated. In this paper I will argue that such mathematical “solutions” mis...
Open or Closed? Dirac, Heisenberg, and the Relation between Classical and Quantum Mechanics
Heisenberg Dirac Classical mechanics Quantum mechanics
2008/3/31
This paper describes a long-standing, though little-known, debate between Paul Dirac and Werner Heisenberg over the nature of scientific methodology, theory change, and intertheoretic relations. Follo...
N.R. Hanson on the Relation Between Philosophy and History of Science
General Issues History of Philosophy of Science
2008/3/31
Despite having put the concept of HPS on the institutional map, N.R. Hanson’s distinctive account of the interdependence between history of science and philosophy of science has been mostly forgotten,...
N.R. Hanson on the Relation Between Philosophy and History of Science
N.R. Hanson Philosophy History of Science
2011/9/8
Despite having put the concept of HPS on the institutional map, N.R. Hanson’s distinctive account of the interdependence between history of science and philosophy of science has been mostly forgotten,...
内容提要：美和艺术之间不存在本质的关系这一观点可以从理论和历史的角度得到证明。从理论上说，美和艺术之间存在着本质关系的假定，是出于为艺术赋予美的价值这样一种冲动，即把“艺术应该是美的”和“艺术必然是美的”这两个命题混为一谈。从历史上说，艺术的本质是美的这一假定，是十八世纪的西方哲学家局限于自己的时代而得出的一个以偏概全的结论。美学应该被理解为艺术哲学，黑格尔关于美的研究不应...
Open or Closed? Dirac, Heisenberg, and the Relation between Classical and Quantum Mechanics
Heisenberg Dirac Classical mechanics Quantum mechanics Closed theory Intertheoretic relations reductionism Kuhn theory change
2011/9/7
This paper describes a long-standing, though little-known, debate between Paul Dirac and Werner Heisenberg over the nature of scientific methodology, theory change, and intertheoretic relations. Follo...