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theory and about
On the theory before us, such relief would be groundless, for in that suffering itself there was nothing bad at all, and hence in its nonoccurrence there would be nothing to be relieved about.
It is borne out also by the absence of any developed theory about how sin passes from one generation to the next.
Tylor also theorized about the origins of religious beliefs in human beings, proposing a theory of animism as the earliest stage, and noting that " religion " has many components, of which he believed the most important to be belief in supernatural beings ( as opposed to moral systems, cosmology, etc .).
An additional line of reasoning in support of particle theory ( and by extension atomic theory ) began in 1827 when botanist Robert Brown used a microscope to look at dust grains floating in water and discovered that they moved about erratically — a phenomenon that became known as " Brownian motion ".
They are a set of axioms strong enough to prove many important facts about number theory and they allowed Gödel to establish his famous second incompleteness theorem.
They both approach fellow doctors and town authorities about their theory, but are eventually dismissed on the basis of one death.
At the beginning, it was considered a sort of Taoist sect, and there was even a theory about Laozi, founder of Taoism, who went to India and taught his philosophy to Buddha.
When thinking about orbitals, we are often given an orbital vision which ( even if it is not spelled out ) is heavily influenced by this Hartree – Fock approximation, which is one way to reduce the complexities of molecular orbital theory.
A common theory about the building is that the rounded feature to the left of centre, terminating at the top in a turret and cross, represents the lance of Saint George ( patron saint of Catalonia, Gaudi's home ), which has been plunged into the back of the dragon.
Others have discredited the theory about the Galilean Tekoa, citing that the difference in elevation between the two locations is not significant.
From about 1955 he started to work on sheaf theory and homological algebra, producing the influential " Tôhoku paper " ( Sur quelques points d ' algèbre homologique, published in 1957 ) where he introduced Abelian categories and applied their theory to show that sheaf cohomology can be defined as certain derived functors in this context.
The Copernican theory of the solar system – that the Earth revolved annually about the Sun – had received confirmation by the observations of Galileo and Tycho Brahe ( who, however, never accepted heliocentrism ), and the mathematical investigations of Kepler and Newton.
Bradley eventually developed the explanation of aberration in about September 1728 and his theory was presented to the Royal Society in mid January the next year.
The Black Sea deluge theory ( published in 1997 by William Ryan and Walter Pitman from Columbia University ) contends that the Bosphorus was formed about 5600 BC when the rising waters of the Mediterranean / Sea of Marmara breached through to the Black Sea, which at the time ( according to the theory ) was a low-lying body of fresh water.
John Miles Foley held, specifically with reference to the Beowulf debate, that while comparative work was both necessary and valid, it must be conducted with a view to the particularities of a given tradition ; Foley argued with a view to developments of oral traditional theory that do not assume, or depend upon, finally unverifiable assumptions about composition, and that discard the oral / literate dichotomy focused on composition in favor of a more fluid continuum of traditionality and textuality.
Bundle theory, originated by the 18th century Scottish philosopher David Hume, is the ontological theory about objecthood in which an object consists only of a collection ( bundle ) of properties, relations or tropes.
The informal content of this naive set theory supports both the aspects of mathematical sets familiar in discrete mathematics ( for example Venn diagrams and symbolic reasoning about their Boolean algebra ), and the everyday usage of set theory concepts in most contemporary mathematics.
Today, when mathematicians talk about " set theory " as a field, they usually mean axiomatic set theory.
The theory asserts that all currently living organisms on Earth share a common genetic heritage with each being the descendant from a single original species, though the suggestion of substantial horizontal gene transfer during early evolution has led to questions about monophyly of life.

theory and some
Reactionary theories, for this reason, usually assume some form of organismic theory.
The lower-level hypotheses are never ' ad hoc ', never introduced ex post facto just to sweep up within the theory some recalcitrant datum.
A few of his examples are of very great interest, and the whole discussion of some importance for theory.
Thus, while altruistic persons may under some circumstances be outcompeted by less altruistic persons at the individual level, according to group selection theory the opposite may occur at the group level where groups consisting of the more altruistic persons may outcompete groups consisting of the less altruistic persons.
For example, in some groups, the group operation is commutative, and this can be asserted with the introduction of an additional axiom, but without this axiom we can do quite well developing ( the more general ) group theory, and we can even take its negation as an axiom for the study of non-commutative groups.
Basic theories, such as arithmetic, real analysis and complex analysis are often introduced non-axiomatically, but implicitly or explicitly there is generally an assumption that the axioms being used are the axioms of Zermelo – Fraenkel set theory with choice, abbreviated ZFC, or some very similar system of axiomatic set theory like Von Neumann – Bernays – Gödel set theory, a conservative extension of ZFC.
For some time Rome and Antioch have been in favor, and Blass combined both views in his theory of two editions.
Since some modern scholars do detect subtle theological and historical differences between the texts, such scholars do not subscribe to the rough-draft / polished-draft theory.
A fourth theory is that the longer Western text came first, but that later, some other redact or abbreviated some of the material, resulting in the shorter Alexandrian text.
In modern times, there is another theory that some have come to believe.
Later analytic aestheticians strove to link beauty to some scientific theory of psychology ( such as James Mill ) or biology ( such as Herbert Spencer ).
Thus aesthetic judgments might be seen to be based on the senses, emotions, intellectual opinions, will, desires, culture, preferences, values, subconscious behavior, conscious decision, training, instinct, sociological institutions, or some complex combination of these, depending on exactly which theory one employs.
" Perhaps some notion like " expression " ( in Croce ’ s theories ) or " counter-environment " ( in McLuhan ’ s theory ) can replace the previous role of beauty.
Moreover, some of Dutton's categories seem too broad: a physicist might entertain hypothetical worlds in his / her imagination in the course of formulating a theory.
Although observations of some aerodynamic effects such as wind resistance ( e. g. drag ) were recorded by Aristotle, Leonardo da Vinci and Galileo Galilei, very little effort was made to develop a rigorous quantitative theory of air flow prior to the 17th century.
In number theory, an arithmetic, arithmetical, or number-theoretic function is a real or complex valued function ƒ ( n ) defined on the set of natural numbers ( i. e. positive integers ) that " expresses some arithmetical property of n ."
This is philosophically unsatisfying to some and has motivated additional work in set theory and other methods of formalizing the foundations of mathematics such as New Foundations by Willard Van Orman Quine.
The report includes some of Whorf's influential contributions to linguistic theory, such as the concept of the allophone and of covert grammatical categories.
Crowne have proposed the idea that the poem was passed down from reciter to reciter under the theory of oral-formulaic composition, which hypothesises that epic poems were ( at least to some extent ) improvised by whoever was reciting them.
In some systems of axiomatic set theory, relations are extended to classes, which are generalizations of sets.
The English opening bowlers Sydney Barnes and Frank Foster used leg theory with some success in Australia in 1911-12.
Bootstrapping is using very general consistency criteria to determine the form of a quantum theory from some assumptions on the spectrum of particles.

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