Maksud "De Morgan's laws" dalam kamus Corsica

ETIMOLOGI PERKATAAN DE MORGAN'S LAWS

Named after Augustus De Morgan (1806–71), British mathematician.

Etimologi adalah kajian asal perkataan dan perubahan struktur dan makna mereka.

SEBUTAN DE MORGAN'S LAWS DALAM CORSICA

De Morgan's laws

APAKAH MAKSUD DE MORGAN'S LAWS dalam CORSICA?

Undang-undang De Morgan

De Morgan's laws

Dalam aljabar logik dan boolean proposisi, undang-undang De Morgan adalah sepasang peraturan transformasi yang kedua-dua peraturan kesimpulan yang sah. Kaedah-kaedah ini membolehkan ungkapan-ungkapan konjungsi dan kecenderungan semata-mata dari segi satu sama lain melalui penolakan. Peraturan-peraturan boleh dinyatakan dalam bahasa Inggeris sebagai: Penolakan konjungsi adalah disjunction dari negations. Penolakan disjunction adalah konjungsi dari negasi. atau secara tidak rasmi sebagai: "tidak" sama dengan "atau" dan juga, "tidak" adalah sama dengan "dan" Peraturan boleh dinyatakan dalam bahasa rasmi dengan dua proposisi P dan Q sebagai: di mana: ▪ ¬ adalah penolakan operator ▪ operator konjungsi ▪ adalah pengendali disjunction ▪ ⇔ adalah simbol metalogik yang bermaksud "boleh diganti dengan bukti logik dengan" Aplikasi peraturan termasuk penyederhanaan ungkapan logik dalam program komputer dan reka bentuk litar digital. Undang-undang De Morgan adalah contoh konsep dualiti matematik yang lebih umum.

In propositional logic and boolean algebra, De Morgan's laws are a pair of transformation rules that are both valid rules of inference. The rules allow the expression of conjunctions and disjunctions purely in terms of each other via negation. The rules can be expressed in English as: The negation of a conjunction is the disjunction of the negations. The negation of a disjunction is the conjunction of the negations. or informally as: "not " is the same as " or " and also, "not " is the same as " and " The rules can be expressed in formal language with two propositions P and Q as: where: ▪ ¬ is the negation operator ▪ is the conjunction operator ▪ is the disjunction operator ▪ ⇔ is a metalogical symbol meaning "can be replaced in a logical proof with" Applications of the rules include simplification of logical expressions in computer programs and digital circuit designs. De Morgan's laws are an example of a more general concept of mathematical duality.

Definisi De Morgan's laws dalam kamus Corsica

Takrif undang-undang De Morgan dalam kamus adalah prinsip-prinsip yang bersamaan dan disjunction, atau kesatuan dan persimpangan, adalah dua. Oleh itu penafian P \u0026 amp; Q bersamaan dengan tidak-P atau tidak-Q.

TERJEMAHAN DE MORGAN'S LAWS

Cari terjemahan De Morgan's laws kepada 25 bahasa dengan penterjemah Corsica pelbagai bahasa kami.

Terjemahan De Morgan's laws dari Corsica ke bahasa lain yang dibentangkan dalam bahagian ini telah diperolehi menerusi terjemahan statistik automatik; di mana unit terjemahan penting adalah perkataan «De Morgan's laws» dalam Corsica.

• Penterjemah Corsica - Cina: 德·摩根定律
• Penterjemah Corsica - Czech: Leyes de De Morgan
• Corsica: De Morgan´s laws
• Penterjemah Corsica - Hindi: डी मॉर्गन के कानूनों
• Penterjemah Corsica - Amhara: قوانين دي مورجان
• Penterjemah Corsica - Rusia: Законы Де Моргана
• Penterjemah Corsica - Punjabi: Leis de De Morgan
• Penterjemah Corsica - Basque: ডি মরগান এর আইন
• Penterjemah Corsica - Frisia: Les lois de De Morgan
• Penterjemah Corsica - Melayu: Undang-undang De Morgan
• Penterjemah Corsica - Chichewa: De Morgan Gesetze
• Penterjemah Corsica - Jepun: ド·モルガンの法則
• Penterjemah Corsica - Kreol Haiti: 올린 사람 모건 의 법칙
• Penterjemah Corsica - Jerman: Hukum Morgan
• Penterjemah Corsica - Vietnam: Luật de Morgan
• Penterjemah Corsica - Tagalog: டி மோர்கன் சட்டங்கள்
• Penterjemah Corsica - Marathi: डी मॉर्गनचे कायदे
• Penterjemah Corsica - Turki: De Morgan´ın kanunları
• Penterjemah Corsica - Itali: Leggi di De Morgan
• Penterjemah Corsica - Poland: Prawa de Morgana
• Penterjemah Corsica - Ukraine: Закони Де Моргана
• Penterjemah Corsica - Romania: Legile De Morgan
• Penterjemah Corsica - Cina: Νόμους του De Morgan
• Penterjemah Corsica - Afrikaans: De Morgan se wette
• Penterjemah Corsica - Swahili: De Morgans lagar
• Penterjemah Corsica - Parsi: De Morgans lover

CORSICA BUKU YANG BERKAIT DENGAN «DE MORGAN'S LAWS»

Ketahui penggunaan De Morgan's laws dalam pilihan bibliografi berikut. Buku yang berkait dengan De Morgan's laws dan ekstrak ringkas dari yang sama untuk menyediakan konteks penggunaannya dalam kesusasteraan Corsica.

Higher Engineering Mathematics

The application of de Morgan's laws in simplifying Boolean expressions is shown in Problems 12 and 13. Problem 11. Verify that A + B = A· B A Boolean expression may be verified by using a truth table. In Table 11.8, columns 1 and 2 give all ...

John Bird,, 2014

Engineering Mathematics

Simplify the Boolean expression (A- B) + (A+ B) by using de Morgan's laws and the rules of Boolean algebra Applying de Morgan's law to the first term gives: -B:A +B: A+B sinceXI A > Applying de Morgan's law to the second term gives: x+BIi.

J. O. Bird, 2010

Probability: Probability, de Morgan's Laws, Stein's Method, ...

Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online.

Books, LLC, General Books LLC, 2010

Engineering Mathematics Pocket Book

De Morgan's laws state that: AB. and A.B AB AB Application: Simplify the Boolean expression A.B A B by using de Morgan's laws and the rules of Boolean algebra Applying de Morgan's law to the first term gives: A.BABAB since AA Applying de ...

John Bird, 2008

Discrete Mathematics and Its Applications 7th edition:

EXAMPLE 20 EXAMPLE 21 TABLE 2 De Morgan's Laws for Quantifiers. Negation Equivalent Statement When Is Negation True? When False? ¬∃xP(x) ∀x¬P(x) For every x, P(x) is false. There is an x for which P(x) is true. ¬∀xP(x) ∃ x¬P(x) ...

Kenneth Rosen, 2011

Fundamentals of Computer Science Using Java

The meaning of the two expressions is the same in Java. de Morgan's laws. Before we leave boolean operators, there is one last issue to discuss: de Morgan's laws, named after the logician de Morgan who first described them. These define ...

David Hughes, 2002

Foundations of Intelligent Systems: 12th International ...

If let N=3,that is three valued, then we can get the result shown in Table 6. In this case the truth table is decided uniquely at the axiom [1-2], which means that we cannot decide [9-1]De Morgan's laws is independent or not from the other axioms  ...

Zbigniew W. Ras, Setsuo Ohsuga, 2000

Understanding Engineering Mathematics

Simplify the Boolean expression (A~ B) + (A+ B) by using de Morgan's laws and the rules of Boolean algebra Applying de Morgan's law to the first term gives: Removing the bracket and reordering gives: A + A 3+8 But, by rule 15, Table 26.7 , ...

John Bird, 2013

Newnes Engineering Mathematics Pocket Book

De Morgan 's laws De Morgan's laws may be used to simplify not-functions having two or more elements. The laws state that: A+—B=A.B| and |A.B I >| +B and may be verified by using a truth table. For example, to simplify the Boolean ...

J. O. Bird, 2001

A Transition to Advanced Mathematics : A Survey Course: A ...

Recall that De Morgan's laws are among the most important identities from sentential logic; consider the following set-theoretic version of these identities. Example 2.1.8 De Morgan's laws for sets We prove one of De Morgan's laws for sets: IfA ...

William Johnston Associate Dean of the College and Stodghill Professor of Mathematics Centre College, Alex McAllister Associate Professor of Mathematics Centre College, 2009

BARANGAN BERITA YANG TERMASUK TERMA «DE MORGAN'S LAWS»

Ketahui apa yang diterbitkan oleh akhbar nasional dan antarabangsa dan cara istilah De Morgan's laws digunakan dalam konteks perkara berita berikut.

Law, Logic, and the Tendency to Overcomplicate

I'm not buying Goldfarb's application of De Morgan's laws in any of this. If they really were involved, where are the parentheses? De Morgan's ... «American Thinker, Mac 14»

Ada Lovelace, The First Programmer

You might remember De Morgan's laws if you have ever had to study Boolean logic so presumably Ada had to suffer the same course that ... «iProgrammer, Jan 10»