{"id":9855,"date":"2024-11-21T22:45:51","date_gmt":"2024-11-21T23:45:51","guid":{"rendered":"https:\/\/ipc.cv\/?p=9855"},"modified":"2024-11-27T20:48:53","modified_gmt":"2024-11-27T21:48:53","slug":"what-is-a-cryptographer-duties-skills-and-career","status":"publish","type":"post","link":"https:\/\/ipc.cv\/fr\/what-is-a-cryptographer-duties-skills-and-career\/","title":{"rendered":"What is a Cryptographer? Duties, Skills, and Career Paths"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">What Is Cryptography? Definition &#038; How It Works<\/a><\/li>\n<li><a href=\"#toc-1\">Interested in Advancing Your Cybersecurity Career?<\/a><\/li>\n<li><a href=\"#toc-2\">Job Description for a Cryptographer<\/a><\/li>\n<\/ul>\n<\/div>\n<p>These individuals may also break existing codes to better understand algorithms and their use in information security. A cryptographer&#8217;s job description also applies to other similar roles in data protection. Most employers only require a bachelor&#8217;s-level education for roles in this field, typically emphasizing experience, abilities, and industry certifications more than education alone. For example, security architects typically must accrue significant experience on the job before advancing to become cryptographers. While Cryptography may seem like a new career only for the digital age, this isn\u2019t the case. Modern cryptographers use computer algorithms and ciphers, but math has <a href=\"https:\/\/www.xcritical.com\/\">https:\/\/www.xcritical.com\/<\/a> been used throughout history to secure communication.<\/p>\n<h2 id=\"toc-0\">What Is Cryptography? Definition &amp; How It Works<\/h2>\n<p>Attackers can bypass cryptography, hack into computers responsible for data encryption and decryption, and exploit weak implementations, such as the use <a href=\"https:\/\/www.xcritical.com\/blog\/what-is-cryptography-and-how-does-it-work\/\">what do cryptographers do<\/a> of default keys. Cryptography makes it harder for attackers to access messages and data protected by encryption algorithms. To become a successful cryptographer, you need to have a strong background and interest in mathematics, especially in fields such as number theory, algebra, probability, statistics, and complexity theory. You also need to have good programming and problem-solving skills, as you will often need to implement, test, and debug cryptographic algorithms and protocols using various languages and tools.<\/p>\n<h2 id=\"toc-1\">Interested in Advancing Your Cybersecurity Career?<\/h2>\n<p>Government agencies also employ cryptographers, particularly those involved in national security and intelligence. They may work in classified environments, developing and analyzing cryptographic systems and protocols to protect sensitive information and communications. Government cryptographers may also be involved in policy development, cryptography standards, and assisting with investigations related to cryptographic attacks or breaches.<\/p>\n<h2 id=\"toc-2\">Job Description for a Cryptographer<\/h2>\n<p>Unlike other types of encryption that rely on mathematic principles, quantum cryptography is based on physics to secure data in a way that is theoretically immune to hackers. Because it is impossible for a quantum state to be observed without it being changed, any attempts to covertly access quantum encoded data would be immediately identified. Most cryptography occupations expect no less than five years of involvement with PC and data information security. Entry-level roles, such as programming developers, data security investigators, or PC framework examiners gain experience with data innovation security equipment and programming. A mid-level job as a data innovation specialist of organization and PC framework director can likewise give future cryptographers an understanding into data innovation plans, organization, and authority.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"309px\" alt=\"what does a cryptographer do\"\/><\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"what does a cryptographer do\"\/><\/p>\n<p>To that end, we have built a network of industry professionals across higher education to review our content and ensure we are providing the most helpful information to our readers. To start gaining valuable experience for your resume and further your education, consider taking on an internship. Internships would not only provide you with valuable experience for your resume, but they will also help you further your education.<\/p>\n<p>That said, job opportunities tend to cluster around technology hubs, which tend to be located in or near big cities. Those with personalities best suited to becoming a cryptographer will be highly analytical problem solvers who enjoy solving complex puzzles. If you are entranced by the idea of creating and breaking ciphers, you might want to consider becoming a cryptographer. In time, I hope institutional clients will begin to demand transparency of algorithms and research processes from their brokers, just like savvy consumers of cryptography do.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"309px\" alt=\"what does a cryptographer do\"\/><\/p>\n<p>You\u2019ll nee a good technical understanding of session authentication and communication protocols. Your role will give you overall responsibility for cryptographic issues. In the United Kingdom, the Regulation of Investigatory Powers Act gives UK police the powers to force suspects to decrypt files or hand over passwords that protect encryption keys.<\/p>\n<ul>\n<li>Another is digit rearrangement, which takes specific digits in the original value, reverses them, and uses the remaining number as the hash value.<\/li>\n<li>Aspiring cryptographers must have strong mathematical skills programming expertise, proficiency with cryptographic libraries and algorithms, and a deep understanding of cybersecurity principles.<\/li>\n<li>Cryptosystems use a set of procedures known as cryptographic algorithms, or ciphers, to encrypt and decrypt messages to secure communications among computer systems, devices and applications.<\/li>\n<li>A cryptographer who works for the government, for example, is going to have different expectations than one who works for a major university.<\/li>\n<\/ul>\n<p>These deterministic algorithms are used for cryptographic key generation, digital signing, verification to protect data privacy, web browsing on the internet and confidential communications such as credit card transactions and email. Cryptographers employ mathematical principles, computer science, and information theory to create cryptographic algorithms and protocols that are resistant to attacks from malicious entities. They strive to design encryption schemes that provide robust security while being efficient in terms of computation and communication.<\/p>\n<p>Although these one-off courses don&#8217;t award you a certification per se, they can still be a great way to hone your skills and add some micro-credentials to your resume. The NSA can be an excellent place to search for employment, education and\/or scholarship opportunities as a budding cryptographer. Future cryptographers and cryptanalysts (and cyber security professionals at large) would be remiss not to check out their offerings to see what they might be able to take advantage of. For example, the NSA&#8217;s National Cryptologic School (NCS) is a school within the NSA that offers cryptology training at over 20 university campuses, four cryptologic centers and six training schools. If you are interested in applying to the National Security Agency for example, be prepared to have a strong background in cyber security unless you&#8217;re specifically applying to a program geared towards current students.<\/p>\n<p>But for that to become possible, they first need to be offered a choice of a transparent product that does not sacrifice performance. Over the next few months, we will be releasing a thorough accounting of our initial trading algorithm, as well as the research process that lead to its design. If it\u2019s hard to tell two algorithms apart due to small sample size and noisy outcomes, we can stop looking at just outcomes and start looking at the algos themselves!<\/p>\n<p>Cryptographers utilize various private key or mystery key codes to assist with encryption. They can utilize RSA public keys, advanced marks, and other encryption procedures to assist with guaranteeing their work is secure. Symmetric-key cryptosystems use the same key for encryption and decryption of a message, although a message or group of messages can have a different key than others. A significant disadvantage of symmetric ciphers is the key management necessary to use them securely. Each distinct pair of communicating parties must, ideally, share a different key, and perhaps for each ciphertext exchanged as well. The number of keys required increases as the square of the number of network members, which very quickly requires complex key management schemes to keep them all consistent and secret.<\/p>\n<p>It is a common expectation to be on call in case of an emergency security breach in a cybersecurity role like a cryptographer. 3) Implementing more secure, highly encrypted solutions for your organisation.As part of your role one of the main objectives will be in enhancing data security. You will develop new systems and provide technical support to other team members or partners, advising them how to implement more secure encryption and on cutting edge cryptic methods and their application within such encrypted systems. 2) Testing cryptology theories in practice according to the organisations needs.You have a leading role in the development of code, software tools and third party products that will provide your organisation with encryption technology.<\/p>\n<p>Short-term Cryptographer Contractors and Consultants may be paid a day rate where any additional work is chargeable. Language letter frequencies may offer little help for some extended historical encryption techniques such as homophonic cipher that tend to flatten the frequency distribution. For those ciphers, language letter group (or n-gram) frequencies may provide an attack. IBM cryptography solutions can help your organization protect data and augment privacy and regulatory compliances. Schedule a free, one-on-one, 30-minute consultation to learn more about IBM cryptography solutions.<\/p>","protected":false},"excerpt":{"rendered":"<p>Content What Is Cryptography? Definition &#038; How It Works Interested in Advancing Your Cybersecurity Career? Job Description for a Cryptographer These individuals may also break existing codes to better understand algorithms and their use in information security. A cryptographer&#8217;s job description also applies to other similar roles in data protection. Most employers only require a [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[138],"tags":[],"class_list":["post-9855","post","type-post","status-publish","format-standard","hentry","category-fintech"],"featured_image_src":null,"author_info":{"display_name":"Emanuel.J.Moreira","author_link":"https:\/\/ipc.cv\/fr\/author\/emanuel-j-moreira\/"},"_links":{"self":[{"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/posts\/9855","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/comments?post=9855"}],"version-history":[{"count":1,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/posts\/9855\/revisions"}],"predecessor-version":[{"id":9856,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/posts\/9855\/revisions\/9856"}],"wp:attachment":[{"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/media?parent=9855"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/categories?post=9855"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ipc.cv\/fr\/wp-json\/wp\/v2\/tags?post=9855"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}