Examples of using Boolean algebra in English and their translations into Portuguese
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This Boolean algebra is unique up to isomorphism.
Now that we have the definitions down,let us apply Boolean Algebra.
Boolean algebra was developed by George Boole back in 1854.
One application of Boolean algebra is digital circuit design.
George Boole(1815- 1864), British.He was the inventor of Boolean Algebra.
The map from the poset P to the complete Boolean algebra B is not injective in general.
In 1933, Huntington set out the following elegant axiomatization for Boolean algebra.
The punched card, boolean algebra, the vacuum tube(thermionic valve) and the teleprinter.
Therefore, the number of elements of every finite Boolean algebra is a power of two.
Since any Boolean algebra is a distributive lattice, this shows the desired implication.
De Morgan algebra is not the only plausible way to generalize the Boolean algebra.
Note: Gating strategies and Boolean algebra are used to define each cell population.
Boolean algebra emerged in the 1860s, in papers written by William Jevons and Charles Sanders Peirce.
In some model there is a free complete boolean algebra on countably many generators.
Boolean algebra emerged in the 1860s, in papers written by William Jevons and Charles Sanders Peirce.
There exists a model of ZF¬C in which there is a free complete boolean algebra on countably many generators.
Boolean algebra is a logic based analysis method that allows for multiple operations in a single definition.
Boole's Treatise on Differential Equations, published in 1859,presented the concepts of Boolean algebra.
In fact, the countable atomless Boolean algebra can be embedded in a manner that preserves suprema and infima.
The analysis software of the flow cytometer(e.g., BD CELLQuest)allows for the use of Boolean algebra.
The first extensive treatment of Boolean algebra in English is A. N. Whitehead's 1898"Universal Algebra. .
Zhegalkin(also Žegalkin, Gégalkine or Shegalkin)polynomials form one of many possible representations of the operations of Boolean algebra.
Combinational logic is used in computer circuits to perform Boolean algebra on input signals and on stored data.
In abstract algebra, a Boolean algebra or Boolean lattice is a complemented distributive lattice.
In mathematics, the Boolean prime ideal theorem states that ideals in a Boolean algebra can be extended to prime ideals.
The first systematic presentation of Boolean algebra and distributive lattices is owed to the 1890"Vorlesungen" of Ernst Schröder.
Shannon went on to prove that it should also be possible to use arrangements of relays to solve Boolean algebra problems.
The weak prime ideal theorem for Boolean algebras simply states:: Every Boolean algebra contains a prime ideal.
Boolean algebra as an axiomatic algebraic structure in the modern axiomatic sense begins with a 1904 paper by Edward V. Huntington.
Algebraic languages are common in computing: Boolean algebra for logic gates; and Relational algebra for database DML.