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Running head: APPLICATIONS OF LINEAR ALGEBRA IN COMPUTER ENGINEERING
FIELD1




Applications of Linear Algebra in Computer Engineering Field



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, APPLICATIONS OF LINEAR ALGEBRA IN COMPUTER ENGINEERING 2

Applications of Linear Algebra in Computer Engineering Field

Linear algebra provides ideas crucial to numerous areas in computer science. These areas are

graphics, cryptography, machine learning, computer vision, image processing, quantum

computation, web search, and information retrieval. Linear algebra is built with two essential

elements, the vector, and the matrix. The applications that will be discussed in the paper are

electrical circuits, determinant, genetics, and graph theory.



Electrical circuits

An electric circuit is a 'closed connection' of resistors, wires, and batteries. They consist of

current nodes and voltage loops. The electrical circuit measures some of the physical qualities.

Current is denoted by I and measured in Amperes A, resistance is symbolized by R and measures

in Ohms (W) electrical potential difference is measured in volts (V) and denoted by V.

Additionally, some laws govern the flow of currents in the electrical circuit. These laws are

Ohm's Law, Kirchhoff's Voltage Law, and Kirchhoff's Current Law. Circuits are also

categorized into two methods that are parallel and series circuits. Circuits with parallel and series

circuits break the circuit in portions of parallel and series and calculate the portions and use the

values to calculate resistance in the whole circuit (Neri, 2019). Each series calculates the total

resistance in the path. The values are used with the assumption the paths are single resistors in

calculating the total circuit resistance. There are rules used like solving linear systems to solve

problems in electrical circuits. In-circuit currents with enough values, potential difference, and

resistance are known; we can find other unknown values of the quantities. The Ohm's Law,

Kirchhoff's Voltage Law, and Kirchhoff's Current Law are mainly used.

For example, when using the laws, currents are assigned to each circuit between node points.

Two node points give three different currents that are assumed to be in the clockwise direction.


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