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Impact of Mathematical Advances

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Introduction

As technology grows, there is increasing reason to worry on whether there is high importance of being able to develop an understanding of everything around us. Some of the concepts which we as humans find difficult to comprehend are such as the universe and its functioning’s as well as topic taught in schools and those which emerge as general knowledge. Technologies such as computer chips embedded with software are learning different concepts and they are able to comprehend most of the subject areas which is becoming a worrying tends among many. Different proofs have been come up with by different scientologists, mathematicians and other professionals in the different fields. Problems have arisen however in attempts to understand some of these proofs with some people finding it a challenge to understand the proofs due to the differences in levels of understanding among the individuals. For example, mathematical and physics conventions have relatively low turnouts since the levels of understanding between the individuals was relatively low with some finding the topics extremely complex and some found them simply boring to their tastes of understanding.

Background

Our brains as humans seem to have limitations on the growth rate they experience as compared to the universal growth where there is continued growth and change in different aspects. The earth for example has changed in its structure with most of these effects being caused by natural occurrences. Worries arise that as time goes on and changes continue to occur, there are chances of humans being less able to comprehend the changes. Mathematical proofs have been derived by different mathematicians and scientists in response to certain criteria however some of these proofs are usually too long to understand and ascertain their correctness.

According to the experts, the field of mathematics has been deeply dug into and changed drastically that even the experts themselves cannot gain understanding of the field themselves. This has been observed from mathematical conventions where most of the attendees find the talks to be jargon. This has led to the realization that mathematics as a field is slowly facing its death; that is if it only has not faced its death. What currently stands is a union which is disjoint with it focusing on different specialties which are narrow. Despite the narrow union, the mathematicians seem not to care about the changes which have occurred over time.

Some of the mathematicians such as Zeilberger who considers himself to be an ultrafinitist suggests that some whole numbers are non-existent. He claims that in counting when we get to the largest number it will eventually lead us to zero by adding one to it. Further digression is risked on the edges of understanding with different mathematicians such as Shinichi, a Japanese mathematician making basis of his conclusions on the inter-universal Teichmuller Theory. He develops future proofs with basis being on the mathematical machinery and leads to him questioning how average and basic humans are able to understand complex mathematical works.

Mathematicians have had trouble publishing their theories and proofs since there are plenty other proofs which have been presented in opposition of existing ones and others in support of existing proofs. These arguments especially those in opposition have proved to be too lengthy to understand and complex to proof their accuracy and correctness. One of the mathematical authors who has had challenges in presentation of their work was Thomas Hales whose work saw publishing in the Annals of Mathematics after five years of waiting. After they failed in failing to give mathematical proof to counter his proof, they published with a disclaimer that they were unsure of the certainty of the proof.

There is also need for worrying about the inability to develop an understanding of quantum theory, cosmetology, subatomic physics and other fields of mathematics. This is because the mathematical models and other physics and subatomic physics models are the basis for some of the worldly developments experienced. Better understanding of advanced mathematics and physics has led to the development and evolution of fields such as improvement of warfare strategies and technologies. Also, physics understanding has led to better understanding of different technologies and has led to modern developments in locomotion such as development of better cars and airplanes. Failure to understand the subject matter behind the technologies leads to failure in full understanding of the technologies.

Mathematical evolutions have led to there being simulation capabilities using computers for better understanding of mathematical concepts. Computer experiments also make use of mathematical logic in virtualization of experiments and simulation and modelling of designs. Before the evolution of technology, there was no vision on the ubiquity of computers however the understanding of technology has made this possible. This is empirical proof that the understanding of the subject matter leads to the development of better technologies which help in enhancement of the world we live in.

Mathematical advances have been responsible for development of different fields such as the field of medicine where mathematical experiments have facilitated for better and more accurate surgeries with higher success levels. Mathematical advances have helped in designing of robots and other technologies which are implemented in surgical procedures. Mathematical advances are responsible and are the backbone for some of the advancements in medical fields which have led to the development of new cures for diseases which have led to death for most people and other complexities.

However, there is need for standardization of some of the proofs made. In creating standards, there is a reduction of conflict in the different theories which are come up with by different people. Standards when created can help in streamlining how processes are carried out as well as them acting as guidelines so that there is a reduction in errors which may arise from different proofs being experimented on. The standards for different processes would require to be documents as well as the organizations which are responsible for creation and setting of standards to approve them and publish them.

In creating standards there is a reduction in the number of theorists in different fields who may come up to disapprove existing theories. This would then prevent the need for creation of complexities which would prove confusing for both experts in the field and others reliant on information collected as well as those who may show interest in the field. Therefore, this would also act as an improvement which would facilitate for better understanding of the different fields since complexities would be reduced and standards set to follow.

There is continuous growth in different fields which has led to expansion of knowledge for most people. And there is need for continual education and enlightenment for better understanding of different concepts relating to the universe and its other functioning’s. Creativity is also indirectly sparked and motivated to succeed for the projects. The changes lead to there being mystery developing and leading to better understanding of the fields. Computing has been one aspect which is heavily reliant on mathematics and it has led to the revolution of different aspects as well as it impacting different fields. Therefore, there is need for continued research in order to develop better understanding of different concepts for enhancement. In conclusion, mathematic and other advances are parent to technological advancements.