User:Bindupradha/sandbox

LOVE IT
Queen of sciences is mathematics.Mathematics is the subject whose application can be found every where in this world. It is the back bone for research in any subject even in arts and social science. going deeper and deeper into mathematics we end up with abstractness of pure mathematics which is generally considered by many people as useless and has no application in daily life. Here is my article to show the beauty of pure mathematics and convince people who need to be about the importance and usefulness of pure mathematics. Pure mathematics is full of logic and game of proofs. Once you get into it, it's very difficult to stop playing with maths. There are many historical examples of discoveries in pure mathematics that seemed useless at the time but had important applications years later.
 * Negative and complex numbers were regarded as absurd and useless before the 15th century. Now complex numbers are used in electrical engineering.
 * We all use computers, internet and mobile phones, and they are essentially applications of pure mathematics.
 * Purely theoretical results are necessary for building a logical mathematical theory some of the results will have practical applications and some might not but they are still needed to support the other applications.
 * Group theory has found many applications in chemistry and computer science, graphic design and in medical equipment such as MRA, blood pressure monitor, and diabetes monitor. Group theory has numerous applications in chemistry, physics and mathematics itself because it is very abstract and therefore many structures posses group properties.
 * Topology helps understanding the molecular structures.
 * Algebraic Topology has found applications in data mining.

Every one knew that applied mathematics is very practical and useful and here is my question for them: "from where did the structure of applied mathematics originate?". Without fundamental mathematics there would be nothing to apply. A good modern applications of mathematics can typically draw from differential equations, number analysis, linear algebra. These may very well draw from graph theory, group theory, complex analysis. these in turn rest on the firm basis of number theory and topology and geometry. Going deeper and deeper into the roots of the mathematics, one ends up with cornerstones of logic as model theory and set theory.

All modern technology is based on pure mathematics, most interestingly in watches with time as well as day, we see the direct product of two rings. (Z12 * Z7). There are many more applications of pure mathematics in daily life and it is something full of logic.

So here I hope you are convinced to love pure mathematics madly as I do.