detective Miss. tilda

I feel like Italian lawyer Pierre de Fermat. would care. God bless him! I'm at the police station, it's five in the morning. I have a typewriter in front of me, the new generation does not know what it is for. old-fashioned anti-computer I am one, I admit. When I press a button, one of the iron piles in front of me rushes forward and pierces the ink ribbon. I love the sound it makes when it crashes. This voice gives me courage, I continue to write. I'm not afraid! There may be those who read what I wrote and think I'm going crazy, I don't care! As we begin to explore the third millennium AD, we are confronted with the essential nature of this extraordinary world in which we find ourselves. Let's try to evaluate what we have learned from our physical theories regarding It is clear that extraordinary advances have been made in understanding, and that these are physical intellects of great depth and insight. through execution and ranging from complex but routine to highly inspiring leaps It is doubtful that it happened through careful physical observation and excellent experimentation through mathematical arguments. there is none. . these took us from the ancient Greek understanding of the geometry of space to the Newtonian understanding. from mechanics to the marvelous structures of classical mechanics then to Maxwell's electromagnetic theory. More recently, the 20th century has brought us to Einstein's extraordinary and conclusively verified theory of general relativity. gave rise to special relativity, and also deeply mysterious but deeply accurate and far-reaching quantum we have mechanics and its development into QFT (quantum field theory); in particular we are the highly successful standard They have models of cosmology. Among the self-confident theorists we can be "almost there" and the 20th anniversary of a "everything" theory. It was not unusual to think that it could not go far beyond the subsequent developments of the late twentieth century. often such interpretations are interpreted as being fundamentally unknown at the present time, whatever the state of string theory. tended to be done with an eye turned into something accepted. From my point of view, we are far from a final theory. I have no belief that the developments are close to the right line. Indeed, several notable developments have emerged from string-theoretic ideas. however, it is much more than striking bits of math, albeit with some input from deep physical ideas. I am not deeply convinced that they are too much. For theories whose space-time dimensionality transcends what we directly observe, they in themselves give us a physical understanding. I see no reason to believe that they have taken it much further in that direction. As for the other plans put forward, such as the master plans with which I am more in tune, some of them too. I have no doubt that they lack important insights. -detective tilda? -good morning sir. I was startled by my assistant's voice. -Crime scene investigation awaits you. A deceased academic, his hands are tied behind his back, he is tied to a chair by his ankles and he has a bag on his head. drowned. When the corpse started to smell, we took action on the notice of the neighbors. When I entered the room, there were extinguished candles in the corners. The curtains are closed, I took precautions for the smell. As I always do, I spray my mask with my perfume. The victim is naked, there are sexual toys next to the chair he is sitting in. He sat on the dildo, and when the muscles relaxed at the time of death, a part of the dildo hung from the breech. Connected from three different places. My assistant took photos of the crime scene. He turned on the camera and recorded. Crime scene investigation report: It's 09:07 The deceased is a lecturer in the physics department. He has remarkable articles on quantum field theory. He attended the last seminar he attended with his assistant in Toscana. A week later, it was finalized from the records he made. "We'll have to talk to colleagues," I said. Let's go to his room at the faculty. In the meantime, inform your only child and ex-wife, my dear assistant. While I was on the way to the university in my private vehicle, I started watching the lesson videos added by the victim on youtube. "…even these theories are close to making the necessary leap to lead us on the path to understanding physical reality. It would be unwise to guess with great confidence that they are. yet, as early as the 20th century, the human species had undoubtedly made remarkable progress towards such an understanding, and I also tried to convey something from what has been achieved, my dear students. general relativity stands out, in my opinion, as the single greatest achievement of that century. ...quantum theory may be seen by many physicists as an even greater achievement. Quantum theory is based on a much wider range of different phenomena than general relativity. The theory is not yet necessary as a theory, though it no doubt explains incomparably more I don't see it as having achieved consistency. quantum theory is incomplete. When completed - and I predict it will be in the 21st century - it will undoubtedly be better than general relativity. It will represent a great success. General relativity is one of space-time at the large-scale limit

will remain as the definition of we must wait. …..abstractly small Planck distance or near some space-time singularity of densities where water can approach 5.10^93 times the Planck value… …this position of relativity status should now be seen as a traditional position. the theory's rather large observational state of at least the orbiting neutron distance scale and gravitational effects and even black holes should be considered perfect. and here I mean the standard theory with no cosmological constant. Observations over the last few years seem to favor a positive value for this. If A is really there, we need to go beyond the standard models of particle physics and cosmology. Quantum technology for making progress and thus for a deeper understanding of the fundamental components of the universe. theory will be required. QFT encompasses gravity in addition to the strong weak and electromagnetic forces. Part of the reason for this is that a finite quantum field theory allows the deflections to be cut off at the small Planck distance. It seems like it would require understanding. however, since there are no experiments in this area, the efforts are too directed towards the inner world of mathematical desires. The interaction between mathematical ideas and physical behavior has been a constant topic. Progress through the history of physical science, finding the right balance between the constraints and disclosures of theory on the one hand, on the other, precise observation of the actions of the physical world, often through carefully controlled experiments. made between In the absence of empirical guidance, as with most current basic research, this balance is disturbed. Mathematical consistency is far from being a sufficient criterion to tell us whether we are on the right track. away." -mathematical consistency? I asked my young assistant what he meant by these two words. He had lively eyes and thick, curly black hair. He was at the beginning of the road, how I would love to be in his place! My assistant didn't lift her big black eyes from the navigation. He hadn't heard what I was saying. We had reached the goal. We showed our identity card to the security guard at the campus gate from afar and set off for the science faculty. The victim's room was dark and stuffy. He preferred the sunless side of the faculty. The room was tidy as I expected. On the left side of the door, in the library with three shelves, except physics, history of science books, photocopies, higher mathematics He had books. At the front of the desk, an equal-armed scale stood side by side with a simple pendulum. After taking the necessary shots without touching anything in the room, I took a book from the top shelf in the library. I started reading randomly. "...we see that aesthetic values ​​are starting to play a much bigger role than before. researchers often credit the achievements of Dirac, Schrodinger, Einstein, Feynman, and many others. being significantly driven by the aesthetic appeal of the particular theoretical ideas they pursue. point to their success. I think the value of such considerations cannot be denied and they are used in the selection of reasonable proposals for new physical theories. basically plays an important role. some such judgments sometimes simply express a definite need for a mathematically consistent schema. can; because mathematical beauty and consistency are indeed closely related. It seems to me that the need for such consistency in any proposed model is unquestionable. moreover, unlike most criteria, consistency has the advantage of being something quite obviously objective. The difficulty with judgments is that they tend to be very subjective. however, consistency itself need not be easily appreciated. On some collection of ideas for a long time and Those who have worked hard appreciate the subtle and often unexpected unity that can take place within a particular schema. They might be in a better position. On the other hand, those who come to such a scheme from outside may see it with more astonishment, and that this or that feature is why it should have a certain value or why certain things in theory are seen as more surprising. They may have a hard time understanding what is needed. However, there may be occasions when outsiders can form better objective judgments; because perhaps certain Spending many years on a narrowly focused collection of problems that emerge within an approach results! but the coherence and elegance of a theory, despite its undoubted merits, is far from sufficient. thoughts are often of far greater importance. but assumes importance where empirical guidance lacks qualifications. I certainly wouldn't claim that there are simple answers to these issues. Individual researchers, I believe, are right to follow their impulses. but if they find a colleague wholly indifferent to the supposed magnificence of the consequences of these impulses they should not be surprised. Such motivations are driven by the advent of any important new idea in science.

I see it as an important part of mine. But without the constraints of experimentation and observation, such motivations often leave theory far beyond justification. takes it beyond." The second book that I flipped through was telling the life stories of scientists and on the page I randomly opened. I found that famous lawyer. The life of this scientist, which crossed my mind in the first hours of the morning, is now in the room of the elderly belly buttoned victim. I was reading from the book. "PIERRE DE FERMAT The French mathematician Pierre de Fermat (1601-1665) was probably the most prolific mathematician of his age, and some He made many contributions to calculus, number theory and the law of refraction. We will review these contributions here, We will pay particular attention to his work in number theory. The following account of Fermat's background is in Mahoney's The Mathematical Career of Pierre de Fermat. taken from the book. Pierre de Fermat was born on August 17 in the southern part of France, near the Spanish border. He was born in Beaumont-de-Lomagne, a small town near Toulouse. His father, Dominique Fermat, He was a wealthy leather merchant holding the position of "second consul" of Beaumont-de-Lomagne; This, It was a government position similar to the current mayor. His mother, Claire, née de Long, is a well-known she was the daughter of the family. Fermat had a brother, Clément, and two sisters, Louise and Marie. Fermat's early education Although relatively little is known about him, it is known that he was of Basque descent and received his primary and secondary education at the Grandsl and Convent in Beaumont de-Lomagne, run by the Cordeliers (Franciscans). He entered the University of Toulouse before moving to Bordeaux in the second half of the 1620s for his further studies. In Bordeaux (1629) Fermat began his first serious mathematical investigations, where he studied the Plane of Appollonius. He gave a copy of the restoration of his loci to one of the mathematicians there. with Beaugrand in Bordeaux contacted him and during this time he worked on maximums and minimums. His work with Fermat He gave it to Etienne de'Espagnet, who shared his mathematical interests. From Bordeaux, Fermat went to study at the University of Law in Orléans. Civil Law on May 1, 1631 He got his bachelor's degree. Fermat chose the legal profession because of his father's wealth and his mother's family background. It was natural and typical of its time. Being in this career leads to higher social status and political power. it was a way. After graduation, he bought a seat in the parliament in Toulouse. Soon a wife acquired. She was his cousin, Louise de Long. She gave a dowry of 12,000 liras, which was not a problem for the young lawyer. Short he later served in the local parliament and became a councilor or legislator. Now including his father-in-law His entire family, including the upper class, were members of the upper class. Mahoney tells us how this affects his social status as well. tells. "Fermat's offices also made him a member of that social class, and he named the "de" to his name, which he has done since 1631. gave the right to add." (Mahoney, p.16) "De" is the sign of nobility in France. Little is known about Fermat's private life. They had five children, Clément-Samuel, Jean, Claire, Catherine and Louise. Clément-Samuel was the oldest and closest to Fermat. Many mathematical interests with Fermat may have shared. Clément-Samuel eventually took over his father's parliamentary seat. Fermat lived in Toulouse for the rest of his life, but also worked in his hometown of Beaumont-de Lomagne and the nearby town of Castres. He first worked in the lower house of the House, but later He was appointed to the upper chamber in 1638 and was finally promoted to the highest rank in the criminal court in 1652. This position it was usually given to seniors, but since the plague struck in the early 1650s, most of the old men had died. Fermat himself was afflicted with the plague. His death in 1653 was misreported; Fermat was spared. Fermat contributed to the development of calculus with his work on the properties of curves. a collection found areas bounded by these curves. As Bell noted, "Fermat included The creators of calculus rely on geometric and physical (often kinematic and dynamic) intuition to move forward. they trusted: they looked at their dreams for a continuous curve graph..." Now we call this process integral calculus. Fermat has not seen what we now call the Fundamental Theorem of Calculus it is ironic. However, his work on this topic helped develop the differential calculus. Besides his contribution to calculus, Fermat also contributed to the law of refraction. philosopher and amateur He had a disagreement with the mathematician René Descartes. "According to [Fermat's] principle, if a ray of light If it passes from point B to another point B, it will be reflected and refracted (reflected, i.e. when moving from air to water or twists, as when passing through a jelly of variable density). in any way during the transition, required path – all twists and turns due to breakage and

all their escapes back and forth due to reflections - computable." -Do you know the law of refraction, my dear assistant? I dipped the pencil in the half-filled glass on the table and showed him the refraction of the light. -Send the water for analysis, they'll be quick. - at your command, detective tilda. Take the statement of the lecturer who went to the seminar with the old potbelly lecturer. I also want to know if anyone saw him in the faculty after the seminar. The courses he lectures with student affairs, as well as the master's and doctorate students he counsels. I want the list now! I left my dear young beautiful assistant in the room and returned home. I was intrigued by the professor's book on the history of science, that he could take notes on any page and underline some lines. I was hoping for it, but from what I skimmed, the book was as clean as if it was being read for the first time, and I loved it. I could smell the book. The book bore me, so I turned on my heater for tea. I made myself a brunch with tea and toast. I had to read the transcripts prepared by my assistant. The first meeting was recorded, I decided to watch the visual file on my personal computer. The dean of the faculty was giving information about the victim. Having close relatives to academic staff at the science center after completing undergraduate education As a result, he started working as a research assistant and became a professor in a short time. In the first stage, it would be right to meet with the doctoral students he was advising. My phone started vibrating. -Detective Tilda? -Yeah. -Forensic medicine report announced. We have new evidence. A piece of paper was found in the victim's mouth. Stuck in your mouth before death? It has not been finalized, we are waiting. It says QFT on paper. -QFT? -Since the victim is a lecturer in the physics department, we will need to meet with students who take the QFT course. Why did he leave us this evidence? I was thinking with the phone in my hand. My assistant was waiting for me to hang up out of respect. -Send autopsy video via whatsapp. Take care, young assistant. A total of 65 students took the student affairs course, 25 of them for the first time, 35 of them for the second time. 5 students were taking the course for the third time. In the first stage, I decided to interview five students who took the course for the third time. First student: T.O. The most distinctive feature of our teacher was that he came to the lesson unprepared, sometimes for minutes to the problem he faced. would look at it and we would all wait, trying to expose and humiliate those who were bullshit on their written papers in class. he loved it. He did this to me in my first year, and at that moment I wanted to disappear in the classroom. Second student: K.M. Since Hodja gave his doctoral thesis in the city of Leeds, his name was mentioned in the whole academic community. This gave him a lot of self-confidence. His self-confidence sometimes turned into arrogance. He thought that he would solve every problem immediately when he couldn't. "What happened to me, I would have solved these questions right away!" Derdi used to call female students to the board to solve each problem. He especially chose the cool girls of the class. He often called them into his room to teach. 3rd student AA The only memory I have about the teacher is that he humiliated me when my phone rang in class. I forgot to put the phone on silent Moreover, my girlfriend from the Faculty of Economics came to class as a guest and was sitting next to me. I saw you looking at my girlfriend during class, if I could, she would come to the blackboard and take the ink pen from her hand. I would like to knock him down in the fist. 4.student D.C. I came to the faculty from the east of the country. In class, he used to insult me ​​at every opportunity that I was from the East. His murder did not upset me, I can say that he found his trouble. He had a soft spot for female students. He would give high marks to the girls who came to his room and asked questions to the girls who sat and chatted with him in the canteen. Fifth student: WHAT The teacher was a knowledgeable man, but he would come to class unprepared. I think you just got out of bed and went to class. Hair often yawned with messy sleepless eyes. He wouldn't mind the articles he was going to write, and he would treat us all like mentally handicapped creatures. In the middle of class my feminine He made me look miserable by saying how thin my voice was. He took me to the blackboard in the field theory class and returned to the classroom, "If our friend understands, the whole class will understand." He claimed I was the most retarded in the class." I did not come to any conclusions from these talks. Of course, being disgraced in the classroom is not a good situation for a teenager, but this situation puts a bag on the teacher's head. It does not require putting paper in your mouth. From the first day of this file, I remembered my university years. On a cool May evening, with the smell of grass when my lover kissed me for the first time, my self-confidence skyrocketed, days when poplar winds blow… How beautiful were those days! I have a class full of college students to meet! We found no handprints on the piece of paper that was stuffed into the victim's mouth. As a result of the autopsy, it was found that the piece of paper was stuffed into the mouth of the victim while he was alive. Is showing. Later, a dildo may have been inserted into his head, into the anus of the bag. I think the victim has horny goat syndrome. Being with young people all your life