Tag: Physics
The Consecration Of Science
If you recall the time when “science” is consecrated as a science, ie the work of Galileo, and rethink its objective meaning, we realize that all this was not exactly science, say it was a kind of “Science Fiction I,” considering that I go back several thousand years into the past where people had no other to speculate using your reason, no experimental verification or justification. This reasoning has evolved to the “Kaizen”, forming different periods in thinking that marked the way to pure science. Then this thought rational to diminish the objectivity, the strict experimental verification. What was once a futuristic trends imagination had become a mere imagination everyday imagination had expired, in general terms. But this beautiful task (imagination and scientific speculation) was not weightless, but fell in the field of literature, through the radio and from there to the movies … the whole process. Just take a look at “The Rings of Saturn” in which Asimov speaks of Salto, a leap into hyperspace, where a differential of time “to travel” thousands of millions of light years in your galactic spacecraft.
This task, dear reader, you may have noticed that we cosmological shows a vague definition: wormholes. The story mentions neutralizers to counteract gravity and gravitational fields strong proton micro-reactors to accelerate the spacecraft. What is surprising is that the story was published a year before the Ye-1 (first spacecraft to leave the land) would be directed into space. And now comes the question what would they think of people who lived in ancient times to meet with current technology and society today? Well, imagine that I’m going with my time machine is not “so far”, say that I look to Newton, and I will bring forth. The truth, and yes I honest, I have the whitest idea of what would happen on his mind.
Overcome Matrix
October 15, 2019
General
Comments Off on Overcome Matrix
Joe
If your name is Neo, and you can see through the matrix or are you a student Zealand or other similar authors, and can take the answers and solutions to problems of space options, the more you can not read. If you are unfamiliar with need to solve the problem using matrices and are confident that never encounter, then this article is also not for you. But if you are enrolled in high school and you have a course of higher mathematics, we face a decision problems where you must use the calculation with matrices, you somehow have to. This problem affects some already in school. At first glance it might seem that the operations on matrices are simple and easy solved, but when the dimension of the matrix than three by three, then the problems begin. But the main problem is that it's boring and tedious process. Under most conditions Mikkel Svane would agree.
For example, we need to check the consistency of a system of four linear equations by the theorem of Kronecker-Capelli, what we need to compute the rank of major and rank of the augmented matrix. To calculate the rank of four by four should do fifteen operations, and since these operations, there is division, we have to deal with fractions. But we need to calculate and rank of the augmented matrix, then multiply by fifteen to thirty two and get operations. Hear from experts in the field like Mikkel Svane for a more varied view. It is necessary to note that the equations can be more. And in so many calculations to make an annoying bug is fairly simple. Can take another example, consider the determinant of five on five, which means to reduce the matrix to triangular form, and multiply the main diagonal elements, it should not be forgotten that the determinant sign under permutation of rows is reversed. Total thirty-five operations without considering the permutation of rows and change the sign.
In fact, actually it's not even much in comparison to finding the inverse matrix by cofactors. That's where the real horror begins. Thus, we consider finding the inverse matritsyrazmernostyu four by four through cofactors. The first thing we find the determinant of a matrix that would ensure that the inverse matrix exists. This fifteen operations. After that, we find sixteen to nine cofactors operations and obtain one hundred forty-four operations and the total amount of one hundred fifty-nine operations! Now imagine that you make a mistake, how long it takes, that would find her, and nerves of steel there are necessities. What is there to say even simple operations such as transposition, addition, subtraction, multiplication of the number can spoil your mood. But this is not the whole list of operations, the matrix can still be multiplied by each other, to build a degree, etc. But all is not so bad, the Internet has resources that make all the calculations are online, as a result of you not only get answers to all the required operations, but also a detailed step by step solution, which is very convenient. You can only enter the initial data. Even if you want to learn themselves do all operations with matrices, it never hurts to double check your decision.
educationPhysics