{"id":16866,"date":"2025-09-06T21:00:00","date_gmt":"2025-09-07T00:00:00","guid":{"rendered":"https:\/\/wlivre.com.br\/loja\/?p=16866"},"modified":"2025-09-07T16:15:27","modified_gmt":"2025-09-07T19:15:27","slug":"tips-on-how-to-write-a-book-title-in-an-essay-harvard-papersroo-review","status":"publish","type":"post","link":"https:\/\/wlivre.com.br\/loja\/tips-on-how-to-write-a-book-title-in-an-essay-harvard-papersroo-review\/","title":{"rendered":"Tips On How To Write A Book Title In An Essay Harvard PapersRoo Review"},"content":{"rendered":"<h1>How To Write A Guide Title In An Essay Harvard<\/h1>\n<p>Additionally, DNA has explored as a superb materials and a fundamental constructing block for developing large scale nanostructures, constructing particular person nanomechanical devices, and performing computations. The input and output data shall be in the molecular form which is demonstrated by molecular-scale autonomous programmable computer systems. This paper deals with the review of future advancements in DNA computing and challenges for researchers in future. The computational functionality of residing techniques has intrigued researchers for years. Primarily, the major target <a href=\"https:\/\/www.reddit.com\/r\/LinguaLore\/comments\/1n6db3e\/has_anyone_tried_papersroo_looking_for_a_real\/\">papersroo<\/a> has been on implementing features of dwelling systems in computational gadgets.<\/p>\n<h2>Shortening The Computational Time Of The Fluorescent Dna Computing<\/h2>\n<p>Since, part of the procedures contain with shortest path computation, research works on DNA computing for shortest path Touring Salesman Downside, briefly, TSP are reviewed. These approaches are studied and only the suitable one is tailored in designing the computation procedures. This DNA-based computation is designed in such a way that each path is encoded by oligonucleotides and the trail&#8217;s size is immediately proportional to the size of oligonucleotides. Using these properties, gel electrophoresis is carried out in order to separate the respective DNA molecules in accordance with their size. One expectation arise from this paper is that it&#8217;s possible to confirm the occasion absolute 1-center problem using DNA computing by laboratory experiments.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"608px\" alt=\"PapersRoo Review\" 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\"\/><\/p>\n<p>Lastly, we give a list of bio-operations that have so far been used in DNA computation. DNA computing, or, extra generally, molecular computing, is an exciting fast creating interdisciplinary space. Research in this area issues theory, experiments, and applications of DNA computing. In this paper, we reveal the theoretical developments by discussing a number of selected topics. We also give an introduction to the basic structure <a href=\"https:\/\/www.reddit.com\/r\/LinguaLore\/comments\/1n6db3e\/has_anyone_tried_papersroo_looking_for_a_real\/\">papersroo<\/a> of DNA and the essential DNA processing tools. Theorem proving is a classical AI downside having a broad vary of purposes.<\/p>\n<ul>\n<li>If you&#8217;d like to problem the trust rating assigned, we&#8217;re joyful to take a better look.<\/li>\n<li>DNA computing will clear up that problem and serve as an alternative know-how.<\/li>\n<li>Our data on DNA nanotechnology and biomolecular computing increases exponentially with each passing yr.<\/li>\n<li>In this paper we have tried to give attention to some key issues relating to the used and implementation DNA-based gadgets in life science fi eld.<\/li>\n<li>We have also tried to suggest its advantage over silicon computer systems.<\/li>\n<\/ul>\n<p>His analysis pursuits are biomedical imaging and microwave and antenna technologies. Asrani Lit received his both B.Eng (Hon.) in laptop engineering in 2007 and M.Eng microelectronics &amp; pc system in 2011 from Universiti Teknologi Malaysia. His research pursuits are in microelectronics, laptop system and network-on-chip. Dyg Nur Salmi Dharmiza Awg Salleh acquired her BEng in VLSI system design from Ritsumeikan College Japan and MEng in electronics and applied physics in Tokyo Institute of Know-how Japan.<\/p>\n<h3>Molecular Evolution And Software To Biotechnology<\/h3>\n<p>DNA has been proven to have large processing capabilities which may enable a DNA-based laptop to unravel complicated problems in an inexpensive amount of time. DNA computing was proposed by Leonard Adleman, who demonstrated in 1994 that DNA might be applied in computations 1. He used DNA to solve a small instance of the traveling salesman problem, during which the target is to search out essentially the most environment friendly route by way of seven cities related by 14 one-way flights.<\/p>\n<p>We describe the present activity on this area following the seminal work of Adleman, who lately confirmed how strategies of molecular biology may be utilized to the answer of a computationally intractable drawback. This doc is a 223-page handbook for land registration in Zanzibar. It offers data on land administration techniques, the process of bringing land into registration, the construction of the land registry together with paperwork, workers, tools and modifying the register. It contains pattern register types and instrument forms used within the land registration course of. Unbiased security evaluation from Scamadviser indicates cvc.cervantes.es maintains a excessive belief ranking based mostly on security protocols, person suggestions, and operational transparency metrics.<\/p>\n<p>Nevertheless, please be prepared to provide proof of your business&#8217;s legitimacy. Please observe, we by no means charge web site house owners for reviews or reconsideration requests. Insertion-deletion operations are a lot investigated in linguistics and in DNA computing and a number of other characterizations of Turing computability had been obtained in this framework. This process is experimental and the keywords could additionally be updated as the training algorithm improves.<\/p>\n<p>The pc consists of two forms of strandsthe instruction strands and the input knowledge strands. The instruction strands splice collectively the enter information strands to generate the specified output information strand. DNA computing holds out the promise of essential and significant connections between computers and living methods, as well as promising massively parallel computations. Before these promises are fulfilled, nevertheless, essential challenges associated to errors and practicality needs to be addressed. On the other hand, new instructions toward a synthesis of molecular evolution and DNA computing would possibly circumvent the problems that have hindered development, up to now.<\/p>\n<p>Adleman solved this problem by creating strands of DNA to characterize every flight and then mixed them to generate every attainable route 2, 3. Adleman&#8217;s work have set imaginations blazing all through the world and across disciplines. It introduced a brand new revolutionary period within the area of computing. DNA computing is now an interdisciplinary research area where chemistry, molecular biology, computer science, arithmetic, and expertise come together. Cells of residing organisms are \u2018natural nanocomputers\u2019 which read and rewrite DNA on a regular basis and carry out all of the processing for the organisms\u2019 activities.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>How To Write A Guide Title In An Essay Harvard Additionally, DNA has explored as a superb materials and a fundamental constructing block for developing large scale nanostructures, constructing particular person nanomechanical devices, and performing computations. The input and output data shall be in the molecular form which is demonstrated by molecular-scale autonomous programmable computer &hellip;<\/p>\n<p class=\"read-more\"> <a class=\" thunk-readmore button \" href=\"https:\/\/wlivre.com.br\/loja\/tips-on-how-to-write-a-book-title-in-an-essay-harvard-papersroo-review\/\"> <span class=\"screen-reader-text\">Tips On How To Write A Book Title In An Essay Harvard PapersRoo Review<\/span>Read More<\/a><\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":[],"categories":[94],"tags":[],"_links":{"self":[{"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/posts\/16866"}],"collection":[{"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/comments?post=16866"}],"version-history":[{"count":1,"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/posts\/16866\/revisions"}],"predecessor-version":[{"id":16867,"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/posts\/16866\/revisions\/16867"}],"wp:attachment":[{"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/media?parent=16866"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/categories?post=16866"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/wlivre.com.br\/loja\/wp-json\/wp\/v2\/tags?post=16866"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}