In the field of mathematics: a mathematician
In the field of philosophy and fallacies: a logician
In the field of computers: an electronics engineer
In Nested Logic a Logic is contained within a Logic. If the Outer Logic is TRUE then the internal Logic is executed. Nested IF, Nested For, Nested While, e.t.c are some examples of Nested Logic in Modern Computer Languages.
Computers use binary logic to process information.
George Boole
The arithmetic logic unit is a digital circuit that is part of the CPU. Its main functions are to do arithmetic and logic operations.
Arithmetic Logic Unit is hardware.
A person who studies logic is called a Philosopher.
Mathmaticion
Most studies in logic: Boolean algebra, predicate logic etc are independent of numbers.
J. P. Seldin has written: 'Studies in illative combinatory logic' -- subject(s): Combinatory logic, Logic, Symbolic and mathematical, Symbolic and mathematical Logic
He used them in his studies of logic.
Logic, ethics, debate, public speaking, independent studies.
logic, put is simply as possible, is all that is true and makes complete sense logic is the basis of many things, and the more we use it, the more consistent and accurate we will be in the things we do there can never not be logic, it surrounds us it is so important for making many decisions, and logic is always correct, so if you act without thinking logically or something is done illogically, it is theoretically incorrect that is what I can think of off the top of my head, thinking logically
If you mean Logic as in Electronics, Computers etc... Then Electrical and Electronics Engineers study Logic design including True/False equations, AND/OR/NAND/NOR Gates. Logic design is essential for Electronic/Microprocessor and other electronic equipment design tasks. Entire computers of any complexity can be broken down to individual logic elements.
Albert Menne has written: 'Logico-philosophical studies' -- subject(s): Logic
logic is a science
The humanities consisted of seven courses of studies. The trivium was grammar, logic, and rhetoric; and the quadrivium was arithmetic, geometry, astronomy and music theory.
Trudy Govier has written: 'A Practical Study of Argument, 5th ed' 'Socrates' Children' 'A practical study of argument' 'Taking Wrongs Seriously' 'The Philosophy of Argument (Studies in Critical Thinking & Informal Logic, Vol. 3)' 'Selected Issues in Logic and Communication'