binary logic - Definition. Was ist binary logic
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Was (wer) ist binary logic - definition

WIKIMEDIA DISAMBIGUATION PAGE
Binary logic (disambiguation)

Binary combinatory logic         
  • One step of Rule 110 Cellular Automata in SK-Basis(Written in the [[Wolfram Language]]).<ref name=":0" />
COMPUTER PROGRAMMING LANGUAGE
Binary Combinatory Logic; Binary lambda calculus
Binary combinatory logic (BCL) is a computer programming language that uses binary terms 0 and 1 to create a complete formulation of combinatory logic using only the symbols 0 and 1.. Using the S and K combinators, complex boolean algebra functions can be made.
digital logic         
  • A synchronous 4-bit up/down decade counter symbol (74LS192) in accordance with ANSI/IEEE Std. 91-1984 and IEC Publication 60617-12.
  • AND symbol
  • AND symbol
  • Buffer symbol
  • Buffer symbol
  • [[CMOS]] diagram of a [[NOT gate]], also known as an inverter. [[MOSFET]]s are the most common way to make logic gates.
  • NAND symbol
  • NAND symbol
  • NOR symbol
  • NOR symbol
  • NOT symbol
  • NOT symbol
  • OR symbol
  • OR symbol
  • Animation of how an SR [[NOR gate]] latch works.
  • The 7400 chip, containing four NANDs. The two additional pins supply power (+5 V) and connect the ground.
  • A tristate buffer can be thought of as a switch. If ''B'' is on, the switch is closed. If B is off, the switch is open.
  • XNOR symbol
  • XNOR symbol
  • XOR symbol
  • XOR symbol
COMPUTATIONAL EQUIPMENT, PHYSICAL OR THEORETICAL, THAT PERFORMS A BOOLEAN LOGIC FUNCTION
Logic Gate; Logic circuit; Discrete logic; Logic gates; Digital logic; Binary logic elements; Digital Logic; Logical gate; Logic circuits; Logic device; Electronic gate; Bubble pushing; Universal Logic Gate; Universal logic gate; Electronic logic gates; Electronic logic gate; Ideal logic gate; Logical circuit; Gates on chips
logic gate         
  • A synchronous 4-bit up/down decade counter symbol (74LS192) in accordance with ANSI/IEEE Std. 91-1984 and IEC Publication 60617-12.
  • AND symbol
  • AND symbol
  • Buffer symbol
  • Buffer symbol
  • [[CMOS]] diagram of a [[NOT gate]], also known as an inverter. [[MOSFET]]s are the most common way to make logic gates.
  • NAND symbol
  • NAND symbol
  • NOR symbol
  • NOR symbol
  • NOT symbol
  • NOT symbol
  • OR symbol
  • OR symbol
  • Animation of how an SR [[NOR gate]] latch works.
  • The 7400 chip, containing four NANDs. The two additional pins supply power (+5 V) and connect the ground.
  • A tristate buffer can be thought of as a switch. If ''B'' is on, the switch is closed. If B is off, the switch is open.
  • XNOR symbol
  • XNOR symbol
  • XOR symbol
  • XOR symbol
COMPUTATIONAL EQUIPMENT, PHYSICAL OR THEORETICAL, THAT PERFORMS A BOOLEAN LOGIC FUNCTION
Logic Gate; Logic circuit; Discrete logic; Logic gates; Digital logic; Binary logic elements; Digital Logic; Logical gate; Logic circuits; Logic device; Electronic gate; Bubble pushing; Universal Logic Gate; Universal logic gate; Electronic logic gates; Electronic logic gate; Ideal logic gate; Logical circuit; Gates on chips
An integrated circuit or other device whose inputs and outputs represent Boolean or binary values as voltages (TTL uses 0V for False or 0, +5V for True or 1). Different gates implement different Boolean functions: AND, OR, NAND, NOR (these may take two or more inputs) NOT (one input), XOR (two inputs). NOT, NAND and NOR are often constructed from single transistors and the other gates made from combinations of these basic ones. These functions are all combinatorial logic functions, i.e. their outputs depend only on their inputs and there is no internal state. Gates with state, such as latches and flip-flops, are constructed by feeding some of their outputs back to their inputs. (1995-02-08)

Wikipedia

Binary logic

Binary logic may refer to:

  • Boolean logic, a two-valued formal logic
    • Logic gates implementing Boolean logic in digital electronics
  • Bivalent logic or two-valued logic, a logic satisfying the principle of bivalence
Beispiele aus Textkorpus für binary logic
1. "Given the binary logic that rules us all . . . Yes, a crisis is always an opportunity." www.adelphicharter.org
2. Ronald Reagan, Powell said in his eulogy, "needed a champion to rebuild the armed forces of the United States to show the Soviets and the world how strength can lead to peace, and that champion was Cap Weinberger." Both men were, in a sense, remembering a simpler time, before the binary logic of mutually assured destruction gave way to the messy nuances of asymmetrical warfare.