I would like to make my research about the following topic:What is the Position of a Forensic Psychology in Criminals Judgement Trials, and his/her Importance and Influence in Magistrate’s Sentence?I consider this topic as relevant and interesting because evaluating the psychological condition of a criminal individually in order to submit a fair sentence and establish if the inmate will need to receive continue evaluation to determine the percentage of possibility in a future successful reinsertion, or predict troubles with reinsertion in order to give post realizing assistance to avoid committing new crimes.APA Style 7th Edition: Please understand that this class (most important aspect of this class) is about writing one term research paper. It is expected that you understand APA 7th edition at least half way decent. That does not mean that you know the format like margin, letter size and font. It means you know how to cite appropriately, express your self professionally and know the difference between an original research, quasi-experiment and literature reviews. I highly suggest that you obtain a copy of the APA Manual 7th edition and become familiar with APA style 7th edition. It will help you greatly.
Florida National Forensic Psychology in Criminals Judgment Trials Research Paper
First, wet the back of the HR monitor with water or gel. Place it firmly against your wrist. Press the buttons on your watch with your index finger and middle finger. HR will flash and then show you a number. This is your heart rate.
Using the heart rate monitor, run 1⁄2 of a lap (200m) at your Recovery Zone. During the next 1⁄2 lap (400m), run in your calculated Aerobic Zone. At the beginning of lap 2 (600m), run in your Anaerobic Zone for 1⁄2 lap. Finally, run in your Red Line Zone for the last 1⁄2 lap (800m).
When finished, clean the back of the heart rate monitor with a sani wipe. Then, give the HR monitor it to the next person in your group, and have them work in their training zones.
Base on the pdf finish the assignment.
Multifactorial Medication Mishap Case Study:The Case A previously healthy 50-year-old man was hospitalized while recovering from an uncomplicated spine surgery. Although he remained in moderate pain, clinicians planned to transition him from intravenous to oral opioids prior to discharge. The patient experienced nausea with pills but told the bedside nurse he had taken liquid opioids in the past without difficulty. The nurse informed the physician that the patient was having significant pain, and liquid opioids had been effective in the past. When the physician searched for liquid oxycodone in the computerized prescriber order entry (CPOE) system, multiple options appeared on the list —two formulations for tablets and two for liquid (the standard 5 mg per 5 mL concentration and a more concentrated 20 mg per mL formulation). At this hospital, the CPOE system listed each choice twice, one entry with the generic name and one entry with a brand name. In all, the physician saw eight different choices for oxycodone products. The physician chose the concentrated oxycodone liquid product, and ordered a 5-mg dose. All medication orders at the hospital had to be verified by a pharmacist. The pharmacist reviewing this order recognized that the higher concentration was atypical for inpatients but assumed it was chosen to limit the volume of fluid given to the patient. The pharmacist verified the order and, to minimize the risk of error, added a comment to both the electronic medication administration record (eMAR) and the patient-specific label that the volume to be given was 0.25 mL (5 mg). For added safety, the pharmacist personally retrieved, labeled, and delivered the drug and a calibrated syringe to the bedside nurse to clarify that this was a high concentration formulation for which the volume to administer was 0.25 mL (a smaller volume than would typically be delivered). Shortly thereafter, the nurse went to the bedside to administer the drug to the patient for his ongoing pain. She gave the patient 2.5 mL (50 mg) of liquid oxycodone, a volume that she was more used to giving, and then left for her break. A covering nurse checked on the patient and found him unconscious—a code blue was called. The patient was given naloxone (an agent that reverses the effect of opioids), and he responded well. He was transferred to the intensive care unit for ongoing monitoring and a continuous infusion of naloxone to block the effect of the oxycodone. By the following morning, the patient had returned to his baseline with no apparent adverse effects.1. Complete the attached root cause analysis worksheet to analyze the case.2. Write a 525 word-summary in APA format in which you:Explain in depth why a root cause analysis was appropriate for this situation.Analyze the impact of using tools like RCA, FMEA, and PDSA on the quality and safety of patient care.Cite a minimum of three peer-reviewed or evidence-based sources published within the last five years to support your summary in an APA-formatted reference page.
NSG 468 UOPX Medication Mishap Root Cause Analysis Worksheet
Robert Kiyosaki as an Inspirational Leader Essay
Robert Kiyosaki is an American businessman who was born in 19474 and founded several successful companies. Born in Hilo, Hawaii, he graduated high school in 1965 and proceeded to attend the United States Merchant Marine Academy, receiving a bachelor’s degree and a military commission. He worked as the third mate on a tanker for half a year but decided that the job was not for him and returned to the army. Kiyosaki participated in the Vietnam War as a helicopter gunship pilot but chose to resign afterward, attaining a master’s degree before receiving an honorable discharge. Next, he decided to try working as a businessman, an occupation that proved to be his ultimate calling. After working as a sales associate for several years, Kiyosaki learned about Erhart Seminars Training, a program that claimed to change people’s lives. He claims that the things he learned there changed his life, and his actions from that point onward were different from before. Kiyosaki started two companies that dealt in niche goods one after another, but both eventually went bankrupt. Nevertheless, the experience of managing a company was educational for him, and so he decided to found a business school along with several other people. The endeavor succeeded, and the company began earning money, eventually allowing Kiyosaki some time for other enterprises. The man reflected on his past, where his college education did not contribute significantly to his ultimate occupation. He put these thoughts into his first book, If You Want to Be Rich and Happy, Don’t Go to School. In it, he advised parents to avoid sending children to college, helping them enter the real estate business instead. He reasoned that traditional education systems harmed a person’s ability to think independently and adapt to changes. Furthermore, he contended that educational facilities did not teach people how to become rich and fulfill the American Dream on purpose because of their disdain for the idea of money. Real estate, on the other hand, provided both ample learning opportunities and the chance for a person to become wealthy if they applied themselves well. Following the success of the book, Kiyosaki wrote 25 others, most of which promoted similar ideas. Rich Dad, Poor Dad is particularly prominent, as in it, the author explores the mindset that leads people to succeed or fail financially regardless of their starting position, wealth, and education. Kiyosaki claims that most of the population considers wealth too troublesome and so invents reasons to reject the idea of becoming wealthy (148). Along with the books, he has expanded his business education enterprise and his real estate operations, though he has sold his original company. He now owns thousands of apartments and apartment houses as well as a franchising business for seminars based on his philosophy. Kiyosaki is also involved with many other companies, most of which operate in the information technology industry. The businessman sometimes receives criticism due to some faults in his books that he never addressed as well as possibly unsavory business practices in the past. Nevertheless, his approach to business and wealth is widespread, and he is highly wealthy, with an estimated net worth of $80 million. Robert Kiyosaki is an example of a man who found his calling and reached success despite starting in the wrong direction and spending years in occupations he did not enjoy. As such, he deserves admiration and interest as a leader who has created successful businesses and introduced a compelling narrative into the lives of many people. Get your 100% original paper on any topic done in as little as 3 hours Learn More Work Cited Kiyosaki, Robert T. Rich Dad Poor Dad. Plata Publishing, 2011.
RGB Components Color Images Encryption in FRT Ranges
java assignment help RGB Components Color Images Encryption in FRT Ranges Somayeh Komeylian Department of Tel-Communication Engineering, Islamic Azad University South Tehran Branch, Tehran, Iran Armin Mehrabian Department of Medical, Mashhad Medical Science University, Mashhad, Iran Saeed Komeylian Factory of graduated students, Department of Tel-Communication Engineering, Sharif University of Technology, Tehran, Iran Latest works are doing on date encryption/color Image in optic range as well as Digital ranges. In this research, color Images encryption has been done by RGB components in FRT ranges for any kind of encryption random phase codes. Moreover, one single-part encryption method has been performed for color twin images. Encrypted twin RGB images by their color map converted to indexed format. One Algorithm used for incorporating two images in order to encrypt in FRT domain. Outlined Algorithm of 15entering parameter involved generally that random phases could be considered as keys for encryption. Unsuitable selection of any keys during encryption will have negative results. Presence of many keys help in building system that’s intensely safe against unpermitted accessibility it could be seen that encrypted images were completely safe against unpermitted time accessibility that has false fractional commands in all three channels. Keywords: RGB Components; Color Images; Encryption. By developing Multimedia network, connection and publication techniques, tendency to send and gain Digital Date, especially images, extended a lot. Protecting individual and hiding things for permitted users and ensuring accessibility for legal Data and security considered as the most important subject in connections and image storage. One of the certain ways for immunity is encryption different optic methods recommended well for Digital methods and encrypting images. That consisted of good recognition of (DRPE) Double random phase encryption [1-3]. This method statistically uses Double Random phase in entrance and Fourier phase for input image encryption into a stationary white noise. This method generalization conducted toward fractional Fourier domain and then considerable help has been done by authors and researchers [7, 8]. In addition, many remarkable works are doing on date encryption/color Image in optic range as well as Digital ranges. In the other related works for color Images encryption, RGB color Image RGB components in FRT ranges used for any kind of encryption random phase codes and FRT fractional commands as keys [6]. Moreover, one single-part encryption method has been performed for color twin images [5]. Encrypted twin RGB images by their color map converted to indexed format. One Algorithm used for incorporating two images in order to encrypt in FRT domain. Mentioned Method is Single-part and permitted processing in a simple direction [4]. A. Definition of FRT Conventionally, The nth order FRT fn(xn) Of a function f(x) is calculated using integral transform kernel given by follow equation [4]. (1) Where (2) Moreover, X and xn represent the coordinate systems for the input (zero order) domain and the output (nth order) fractional domain respectively. The FRT is linear and has the property that it is index additive: (3) Where a and b are different fractional orders of the FRT. It is possible to extend the definition of the FRT order beyond ±2 (4) Where m is an integer. B. Concept of Colored Indexed Images Colored image in our context is represented as fn(x. y), where x and y are spatial coordinates and n denotes the index of primary color components (n=0, 1, 2) f0(x. y), f1(x. y) and f2(x. y) correspond to RGB color components respectively. A colored image con be viewed as a stack as a stack of RGB components forming a m-n-3 array, with each pixel as a triplet corresponding to the values of the primary color components. On the other hand, an indexed image consists of a data matrix and a color map matrix. The color map matrix is an m-3 array of class double containing floating – point values in the range [0, 1], where ‘m’ is a function of the color system and it defines the number of colors it defines. Each row of the color map matrix specifies the red, green, and blue components of a single color. An indexed image uses direct mapping of the pixel intensity values to color map values. The color of each image pixel is determined by using the corresponding value of the data matrix as a pointer into color map. Unlike a colored image (Which is a 3-D matrix), an indexed image is a 2-D array, and simplifies the encryption as the color map is uniquely defined for a given color system. The same can be extracted from the color image and only a 2-D indexed image can be encrypted. Thus the process of encryption and decryption can be carried out in a single channel similar to the gray scale images, and the colored image can be retrieved after adding the color map to the decrypted indexed image [4]. A. Recommended Encryption Algorithm Colored image in our context is represented as follow equation: (5) Where, x and y are spatial coordinates and n denotes the index of primary color components (n=0, 1, 2) f0(x. y), f1(x. y) and f2(x. y) correspond to red, green, and blue color components respectively. Each of these components is segregated and the input RGB image p(x, y), to be encrypted, is converted into its indexed format pi (x, y), by extracting the color map and with each of these components are added. Each of these components encrypted independently using fractional Fourier encryption. The schematic of the proposed encryption technique is shown in Figure (1). The colored image to be encrypted is decomposed in red, green, and blue components and each of these components are combined with indexed image pi (x, y), and each component is multiplied with random phase functions Φr1(x, y), Φg1(x, y), and Φb1(x, y). The random functions used above are statistically independent of each other. The FRT with different fractional orders along each spatial coordinate is performed for all the color components i. e (arx, ary) for red, (agx, agy) for green, and (abx, aby) for blue respectively. The transformed primary color images are then multiplied with three random phase functions Φr2(u, υ), Φg2(u, υ) and Φb2(u, υ) in the fractional domain, where u and υ denote the coordinates in the respective fractional domain. Another FRT is performed subsequently on these images independently with different fractional orders along each spatial coordinates i.e. (brx, bry) for red (bgx, bgy) for green and (bbx, bby) for blue, in order to obtain the encrypted images for each of the three color components. In the final step, these three encrypted image are combined to get the colored encrypted image e(x, y). Figure 1: The color image encryption algorithm B. Recommended Decryption Algorithm The decryption process is described in Figure (2). The encrypted image is first decomposed into three primary color components. FRT of fractional orders (-brx, -bry), (-bgx, -bgy) and (-bbx, -bby) are calculated for the red, green, and blue color components, respectively and are subsequently multiplied with random phase functions Φ*r2(u, v), Φ*g2(u, v), and Φ*b2(u, v) in the fractional domain, where “*” denotes complex conjugate. In the next step, the FRTs of the fractional orders (-arx,-ary) for red, (-agx,-agy) for green- and (-abx,-aby) for blue-color images are calculated. Furthermore, indexed image pi (x, y) is segregated and finally these three components color images are combined to get the decrypted image. Figure 2: The color image decryption algorithm Figure (3a) is the main Image of globe and our main Image that will be encrypted. Figure (3b) is lena picture that would be index image incorporated with the main image. P(x,y) that has been shown in Figure (3b), and index image has been shown in Figure (3c) and finally encrypted image resulted as Figure (3d). Now, in encryption process, we must arrange it like this and see that encrypted image of globe will be as follows after separation. Figure 3: The Result of encryption In the previous part, observed results of encryption and decryption. Outlined Algorithm of 15entering parameter involved generally that random phases could be considered as keys for encryption. Unsuitable selection of any keys during encryption will have negative results. Presence of many keys help in building system that’s intensely safe against unpermitted accessibility it could be seen that encrypted images were completely safe against unpermitted time accessibility that has false fractional commands in all three channels. References P. Refregier, B. Javidi, (1995), Double random Fourier plane encoding, Opt. Lett. 20(1): 767-778. B. M. Hennelly, J. T. Sheridan, (2003), Image encryption and the fractional Fourier transform, Optik, 114(2): 6-15. B. M. Hennelly, J. T. Sheridan, (2003), Double random fractional Fourier plane encoding, Optik, 114(1): 251-262. M. Joshi, K. Singh, (2007), Color image encryption and decryption for twin images in fractional Fourier domain, Optics Communications, 281(1): 5713-20. M. Joshi, K. Singh, (2007), Color image encryption and decryption using fractional Fourier transform, Optics Communications, 279(1):35-42. Z. Liu, S. Li, (2007), Double image encryption based on iterative fractional Fourier transforms, Optics Communications, 275(1): 324-329. Y. Wang, S. Zhou, (2011), A Novel Image Encryption Algorithm Based on Fractional Fourier Transform, IEEE, 978(1): 4244. X. Feng, X. Tian, Sh. Xia, (2011), A Novel Image Encryption Algorithm Based On Fractional Fourier Transform and Magic Cube Rotation, IEEE, 978(1): 4244-9306
internet of things weather detection
internet of things weather detection.
need to have a research paper under internet of things topic which should include explaining about using a weather detection device, the device is made up with arduino and raspberry pi, but these must be as a subtopic in it. what ever you write about the device and process it must be limited to internet of things. the paper uploaded is just a format for my requirement , in the paper if you see it was based on internet of things with raspberry pi camera. same exactly as that my paper need to be internet of things with weather detection. the device description i used can be found from the link below. http://www.switchdoc.com/ourweather/
internet of things weather detection
Questions about the LIFE OF PI book
Questions about the LIFE OF PI book.
Chapter 18What new religion did Pi discover? What did he compare it to?
Chapter 35How are future events foreshadowed in this chapter?Chapter 52Pi made a complete list of the items on the lifeboat. If you could have only five of these items, what five items would you choose? Please rank them in order of importance to you.
Chapter 60How did Pi demonstrate his faith in this chapter?
Chapter 66What ominous statement did Pi make at the end of this chapter?
Chapter 68Describe the difference in Richard Parker and Pi’s sleep patterns.Chapter 69How was Pi attempting to be rescued? What was the problem?Chapter 71Summarize the program that Pi developed.Chapter 72Explain how Pi attempted to control Richard Parker? How many attempts did it take for him to be successful?Chapter 73What did Pi keep during his time out at sea?Chapter 74What did Pi do to bring himself comfort at sea? In your opinion, what does this do for a person?Chapter 75Why do you think Pi sang to his mother?Chapter 76What psychological bullying was Pi playing with Richard Parker? What was Pi’s purpose for doing this?Chapter 77How do we see Pi’s desperation in this chapter?Chapter 78What lesson did you learn from this chapter?Chapter 79Summarize the battle between Richard Parker and the shark.Chapter 80How did Pi appear to be more confident?Chapter 81How did Pi justify his survival with a Bengal Tiger? What was his proof?Chapter 82What became the major threat to Pi’s survival?Chapter 83What major event occurred on this day? What did Pi lose? How did he feel?Chapter 84Why did Pi decide to inform the reader of all the creatures/animals he saw? Did this have any particular significance to his fate? Explain.Chapter 85How does the description of nature in this chapter differ from the previous chapters? Explain.Chapter 86What was ironic about Pi’s statement (“I love you”) to Richard Parker?Chapter 87How did Pi try to mentally escape from the lifeboat? Do you think this is dangerous? Why or why not?Chapter 88Why do you think Pi put a message in a bottle?Chapter 89Comment on Pi’s last few diary entries. How are they different than previous ones?Chapter 90Who unexpectedly arrived at the lifeboat? What did Pi discover about this person? What happened to him?Chapter 91What disturbing information did Pi reveal?Chapter 92What did Pi find in the tree? What was his conclusion?Chapter 93Who did Pi turn to in a moment of distress?Chapter 94Where did Pi arrive? Who found him? What happened to Richard Parker? How did this make Pi feel?PART THREEChapter 95Who was asked to visit Pi? What was their purpose?Chapter 96What were the men most concerned with?Chapter 97If you were one of the two men, would you believe Pi’s story? Why or why not?Chapter 98How did the men respond to Pi’s story?Chapter 99In Pi’s new story, who were the orangutan, the zebra, the hyena, and the tiger?Chapter 100Do you think Mr. Okamoto believed Pi’s original story? Why or why not?PLEASE ANSWER THEM AND IF THE ANSWER CAN BE SHORT, DONT MAKE IT TO LONG.
Questions about the LIFE OF PI book