{"id":4715,"date":"2021-02-24T14:48:00","date_gmt":"2021-02-24T14:48:00","guid":{"rendered":"https:\/\/plugins.webinane.com\/?p=4715"},"modified":"2024-12-23T12:45:39","modified_gmt":"2024-12-23T12:45:39","slug":"what-is-a-barrier-option-knock-in-vs-knock-out","status":"publish","type":"post","link":"https:\/\/plugin.webinane.com\/?p=4715","title":{"rendered":"What Is a Barrier Option? 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width=\"601px\" alt=\"what is the difference between knock in and knockout\"\/><\/p>\n<p><p>These mouse models are used in conjunction with human cells that can be cultured in the lab and also genetically modified. Growing mutated human cells in a dish can be highly informative for figuring out the effects of the mutation. However in many cases the full effects of a mutation can\u2019t be seen unless the cells are living inside an animal or person. The biology of the mouse is very similar to that of humans in most respects so a mutation in the mouse\u2019s cells will usually have the same effect as it would in a person\u2019s.<\/p>\n<\/p>\n<p><p>Before the expiry of an option contract, if Stock XYZ touches the $80 price, this call option will expire worthlessly. The most significant advantage of gene knockout technology is that it allows us to study the functions and role of genes in different organisms. Assume a trader purchased an up-and-out put option with a barrier of $25 and a strike price of $20, when the underlying security was trading at $18. The underlying security rises above $25 during the life of the option, and therefore, the option ceases to exist. The option is now worthless, even if it only touched $25 briefly and then dropped back below.<\/p>\n<\/p>\n<p><p>A knockout model allows us to understand the biological function of a protein by observing what happens if the protein is missing. In this sense, the zebrafish represents an ideal model organism to study the effect of a gene knockout as its small size and transparency offer scientists the possibility to visualize, in real-time, many different biological processes. A knock-in option is a type of contract that is not an option until a certain price is met. However, if the underlying asset reaches a specified barrier, the knock-in option comes into existence. While it may seem like the additional sgRNA would make the full deletion method more effective, it is not as efficient as the indel method for creating knockouts due to the need to repair the breaks. However, sometimes the extra work that it  takes to make a full deletion is worth it, as deleting the complete coding sequence means that there are no truncated proteins or splicing that can affect the gene\u2019s subsequent loss-of-function.<\/p>\n<\/p>\n<ol>\n<li>Knocking out two genes simultaneously in an organism is known as a double knockout (DKO).<\/li>\n<li>For example, the loss of a single gene may not fully mimic the effects of a genetic disorder, and the knockouts may have unintended effects on other genes or pathways.<\/li>\n<li>In a knockout option, breaching the barrier reduces risk, while in a reverse knockout option, crossing the barrier increases risk.<\/li>\n<li>On the other hand, knockout animals are the ones that have their genes eliminated from their genome.<\/li>\n<\/ol>\n<p><p>Stock X trading at $200 per share, an investor decides to buy a call option of strike $210 with a knockout price of $220 at $2. The buyer is bullish on the stock but doubts that the price level will cross above $220. If by the expiry of that option, the contract price of the stock reaches the level of $220, then the option contract will expire worthlessly. If it does not hit $220, then the option continues to be valid until the expiry of the contract.<\/p>\n<\/p>\n<p><p>Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology.<\/p>\n<\/p>\n<p><h2>Understanding a Knock-Out Option<\/h2>\n<\/p>\n<p><p>The methods and plasmids described in the preceding sections are simple ways of knocking out a non-essential gene of interest. However, if your gene of interest is essential, a true knockout can be lethal, and you&#8217;d instead want to create a&nbsp;conditional knockout. Knocking out two genes simultaneously in an organism is known as a double knockout (DKO). Similarly the terms triple knockout (TKO) and quadruple knockouts (QKO) are used to describe three or four knocked out genes, respectively. In the former, only one of two gene copies (alleles) is knocked out, in the latter both are knocked out.<\/p>\n<\/p>\n<p><p>The primary risk lies in the possibility of the underlying asset&#8217;s price hitting the barrier level, leading to the option&#8217;s immediate expiration. This risk can result in missed opportunities if the asset&#8217;s price subsequently moves favorably. The main advantage of <a href=\"https:\/\/www.forex-world.net\/strategies\/using-the-bladerunner-forex-trading-strategy\/\">using the bladerunner forex trading strategy properly to make money<\/a> barrier options is that they have lower premiums for the option buyer than standard options. They also carry less risk for the option seller and provide investors with more freedom and flexibility to set the terms of their contracts. Knock-in and knock-out are types of exotic options, known as barrier or path-dependent options, where the existence of the option is contingent on whether the underlying hits a specific price level prior to the expiry.<\/p>\n<\/p>\n<p><h2>Gene knockout by mutation<\/h2>\n<\/p>\n<p><p>Gene knockouts have been widely used in many different organisms, including bacteria, yeast, fruit flies, zebrafish, and mice. In mice, gene knockouts are commonly used to study the function of specific genes in development, physiology, and cancer research. By studying the phenotype of the organism with the knocked out gene, researchers can gain insights into the biological processes that the gene is involved in. As the blueprint of the gene is destroyed, the target gene product is also ablated. It involves the delivery of a DNA construct, which <a href=\"https:\/\/www.day-trading.info\/for-those-of-you-that-trade-28-pairs\/\">for those of you that trade &#8220;28 pairs&#8221;<\/a> contains the desired mutation.<\/p>\n<\/p>\n<div style='text-align:center'><iframe width='562' height='315' src='https:\/\/www.youtube.com\/embed\/wQ1A8w9Ouy4' frameborder='0' alt='what is the difference between knock in and knockout' allowfullscreen><\/iframe><\/div>\n<p><h2>Knock-out Barrier Options<\/h2>\n<\/p>\n<p><p>If this price is not reached, it is almost as if the option never existed as it does not come into play. Someone who wants to hedge a position, but only if the price of the underlying reaches a specific level, may opt to use knock-in options. The lower premium of the barrier option may make this more appealing than using non-barrier American or European options. Not so long ago, the addition,  removal and modification of parts of the genome were only possible in science-fiction movies.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"605px\" alt=\"what is the difference between knock in and knockout\"\/><\/p>\n<p><p>An up-and-out option ceases to exist when the underlying security moves above a barrier that is set above the underlying&#8217;s initial price. A down-and-out option ceases to exist when the underlying asset moves below a barrier that is set below the underlying&#8217;s initial price. If an underlying asset reaches the barrier at any time during the option&#8217;s life, the option is knocked out, or terminated. Knock-out price decides the level of options contract that the buyer or seller (writer) can hold. A knock-out option is a derivative contract in an option, which loses its entire value if the underlying asset&#8217;s price reaches a certain level and the option contract expires worthless. In such a case, the buyer does not get a payoff, and the option writer receives a fixed payoff if the underlying price reaches a certain level.<\/p>\n<\/p>\n<p><p>When these INDELS are not multiple of 3 can cause frameshift (a change in the reading frame) and introduction of premature STOP codons. The term \u201cknockout\u201d (KO) has been borrowed from combat sports, where it is employed to define a situation in which one of the two opponents is unable to pursue the match as <a href=\"https:\/\/www.topforexnews.org\/news\/jpmorgan-s-blockchain-payments-test-is-literally\/\">jpmorgan&#8217;s blockchain payments test is literally out of this world<\/a> a consequence of an attack suffered. Similarly, in genetics, the term knockout refers to cases in which, as a consequence of the disruption of its sequence, a gene becomes unable to play its biological role (e.g. to produce a protein responsible for a specific function). Our CRISPR Knock-In Cell Lines service offers a precise and efficient way to introduce specific genetic modifications into your cells. With our cutting-edge technology and experienced team, we can create cell lines with the exact genetic changes you need for your research.<\/p>\n<\/p>\n<div style='text-align:center'><iframe width='565' height='314' src='https:\/\/www.youtube.com\/embed\/vFp1QR9VE4k' frameborder='0' alt='what is the difference between knock in and knockout' allowfullscreen><\/iframe><\/div>\n","protected":false},"excerpt":{"rendered":"<p>These mouse models are used in conjunction with human cells that can be cultured in the lab and also genetically modified. Growing mutated human cells in a dish can be highly informative for figuring out the effects of the mutation. However in many cases the full effects of a mutation can\u2019t be seen unless the [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[40],"tags":[],"class_list":["post-4715","post","type-post","status-publish","format-standard","hentry","category-forex-trading-3"],"_links":{"self":[{"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=\/wp\/v2\/posts\/4715","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=4715"}],"version-history":[{"count":1,"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=\/wp\/v2\/posts\/4715\/revisions"}],"predecessor-version":[{"id":4716,"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=\/wp\/v2\/posts\/4715\/revisions\/4716"}],"wp:attachment":[{"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=4715"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=4715"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/plugin.webinane.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=4715"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}