Asal sayılar hayata benzer, onlar tamamen mantıksaldır fakat, eğer tüm zamanınızı onun hakkında düşünmek için harcarsanız kurallarının bulunması imkânsızdır. - Prime numbers are like life; they are completely logical, but impossible to find the rules for, even if you spend all your time thinking about it.
Onun sonunda konuşma sanatı ve mantık ile ilgili , Socrates metodunda herhangi bir anlaşmazlık örneği ile biten ikincisinin sonunda iki küçük skeç vardı. - The end of which there were two little sketches of rhetoric and logic, the latter finishing with a specimen of a dispute in the Socratic method.
Onun görüşü oldukça mantıklı. - His view is quite logical.
Asal sayılar hayata benzerler, onlar tamamıyla mantıklıdır ama bütün zamanınızı bu konuyu düşünerek harcasanız dahi belirli bir kural bulmak imkansızdır. - Prime numbers are like life; they are completely logical, but impossible to find the rules for, even if you spend all your time thinking about it.
reasoned and reasonable judgment; "it made a certain kind of logic" a system of reasoning the principles that guide reasoning within a given field or situation; "economic logic requires it"; "by the logic of war" the branch of philosophy that analyzes inference
A particular kind of logic is the way of thinking and reasoning about things that is characteristic of a particular type of person or particular field of activity. The plan was based on sound commercial logic. Study of inference and argument. Inferences are rule-governed steps from one or more propositions, known as premises, to another proposition, called the conclusion. A deductive inference is one that is intended to be valid, where a valid inference is one in which the conclusion must be true if the premises are true (see deduction; validity). All other inferences are called inductive (see induction). In a narrow sense, logic is the study of deductive inferences. In a still narrower sense, it is the study of inferences that depend on concepts that are expressed by the "logical constants," including: (1) propositional connectives such as "not," (symbolized as ), "and" (symbolized as ), "or" (symbolized as ), and "if-then" (symbolized as ), (2) the existential and universal quantifiers, "(x)" and "(x)," often rendered in English as "There is an x such that ..." and "For any (all) x, ...," respectively, (3) the concept of identity (expressed by "="), and (4) some notion of predication. The study of the logical constants in (1) alone is known as the propositional calculus; the study of (1) through (4) is called first-order predicate calculus with identity. The logical form of a proposition is the entity obtained by replacing all nonlogical concepts in the proposition by variables. The study of the relations between such uninterpreted formulas is called formal logic. See also deontic logic; modal logic. deontic logic fuzzy logic logic design logic many valued logic philosophy of modal logic
Logic is a character that was based on Isaac Bender and replaced the other charter based on him, the Kabalistic mage Logic represents the ordered and cerebral side of the mind He seeks to influence characters to logic at the cost of emotion and morality The character is opposed to and often shown with Morality and Hate, as the people they were based on were all roommates of mine along with Isaac In the storyline, some of Logic's accomplishments include fighting with Strength, being taken prisoner by Love and trying to dissuade the Emperor from listening to the Traitor Logic is shown wearing a black robe due to his inspiration's own dark visage He is often shown holding a card with a formula of some sort and math is often the language of logic and he is often shown speaking in binary as it is one of the simplest ways of communicating (theoretically)
Mathematical treatment of formal logic whereby a system of symbols (i e , AND, OR, and NOT) is used to represent quantities and relationships A switch/gate has only two statesopen or closedallowing the use binary numbers for solutions to problems
(Greek logos,"word", "speech", "reason"), science dealing with the principles of valid reasoning and argument The study of logic is the effort to determine the conditions under which one is justified in passing from given statements, called premises, to a conclusion that is claimed to follow from them Logical validity is the characteristic of an argument that guarantees that if the premises of the argument are true then the conclusion must necessarily be true
On PMTH, the word "logic" generally refers, not to the colloquial meaning of this term but to the system of formal reasoning introduced by Aristotle Aristotle's logic was based on three principles, the Law of the Excluded Middle, the Law of Contradiction and the Law of Identity In recent times there are symbolic logics which can be more complex In Aristotelian, or categorical, logic, a statement can be only true or false, not both at the same time In modern logics, there can be alternative valuations of a statement In fuzzy logic, we can speak of the proportion of truth in each statement
The science or art of exact reasoning, or of pure and formal thought, or of the laws according to which the processes of pure thinking should be conducted; the science of the formation and application of general notions; the science of generalization, judgment, classification, reasoning, and systematic arrangement; correct reasoning
Logic is a method of reasoning that involves a series of statements, each of which must be true if the statement before it is true. Apart from criminal investigation techniques, students learn forensic medicine, philosophy and logic
The logical conclusion or result of a series of facts or events is the only one which can come from it, according to the rules of logic. If the climate gets drier, then the logical conclusion is that even more drought will occur a society that dismisses God as a logical impossibility. + logically logi·cal·ly From that it followed logically that he would not be meeting Hildegarde
In a logical argument or method of reasoning, each step must be true if the step before it is true. Only when each logical step has been checked by other mathematicians will the proof be accepted. + logically logi·cal·ly My professional training has taught me to look at things logically
(log·i·cal) Pronunciation: 'läj-i-k&l Function: adjective : being in agreement with what may be reasonably expected <a logical result of an action> - log·i·cal·ly /-k(&-)lE/ adverb - log·i·cal·ness /-k&l-n&s/ noun
When used to describe a graphics object (such as a font or brush), this means that the object described is an "ideal" object Information about the logical object is used by the system to create a physical object which may not exactly match the logical one However, only physical objects can actually be used Back
Something that is logical seems reasonable or sensible in the circumstances. Connie suddenly struck her as a logical candidate There was a logical explanation It is logical to take precautions. = reasonable + logically logi·cal·ly This was the one possibility I hadn't taken into consideration, though logically I should have done
Representation of something that might or might not be the same in its actual physical form For example, a hard disk can occupy one physical drive, yet you can divide the available storage on it to appear to the user as if it were in several different drives These apparent drives are the logical drives
The manifestation of physical devices in software, including operating systems For example, a logical disk drive may consist of a part of the space on a single disk drive or, using Windows NT's capability of spanning drives, space on multiple disk drives
one of Kant's four main perspectives, aiming to establish a kind of knowledge which is both analytic and a priori Hence it is concerned with nothing but the relationships between concepts The law of noncontradiction (A is not -A) is the fundamental law of traditional, Aristotelian logic (If we call this 'analytic' logic, then 'synthetic' logic would be based on the oppoè²žite law of 'contradiction' [A is -A] ) 'All bachelors are unmarried' is a typical logical statement (Cf hypothetical )
part of the physical-logical-virtual trilogy of indirection that describes the conceptual cybernetic movement from Real Space to Cyberspace, "logical" describes the way automata re-order and describe the parts of physical reality that they deal with (language=American technical jargon) According to cue/www=http: //webopedia internet com/TERM/l/logical html: "(1) Refers to a user's view of the way data or systems are organized The opposite of logical is physical, which refers to the real organization of a system For example, a logical description of a file is that it is a collection of data stored together This is the way files appear to users Physically, however, a single file can be divided into many pieces scattered across a disk "
A feature not physically present, but applied by software Sectors on a hard disk are physically arranged contiguously; logically, sectors may be placed anywhere on a hard disk, requiring a software program to arrange them in the correct order
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