{"id":1718,"date":"2020-05-31T10:46:00","date_gmt":"2020-05-31T10:46:00","guid":{"rendered":"https:\/\/poolscrystalclear.com\/?p=1718"},"modified":"2023-01-28T18:29:55","modified_gmt":"2023-01-28T18:29:55","slug":"7-best-math-books-for-self-study","status":"publish","type":"post","link":"https:\/\/poolscrystalclear.com\/index.php\/2020\/05\/31\/7-best-math-books-for-self-study\/","title":{"rendered":"7 Best Math Books For Self-study"},"content":{"rendered":"<p>You merely do not know what you do not know, and that includes not understanding all the stuff you may miss out on by not studying. Set theory and abstract algebra has an enormous vary of functions, merely being ready to earn a living with out studying those issues is an inadequate purpose to keep away from finding out them. And I&#8217;m not blaming anybody &#8212; for one thing faculty math is often badly taught, and there&#8217;s a pervasive message that you  just will not use any of your math or principle after you finish your degree.<\/p>\n<ul>\n<li>I honestly do not suppose there is higher mathematical content material than his being made.<\/li>\n<li>Either method, there is not a shortage of knowledge and sources obtainable.<\/li>\n<li>Abstract Algebra &#8212; Grab any guide read about groups, rings, fields, vector areas, and modules.<\/li>\n<li>To begin with it helps so much to take courses, even when it means sitting in\/enrolling in evening programs at the native people school.<\/li>\n<li>If you go to an excellent college you clearly have an advantage.<\/li>\n<\/ul>\n<p>Likewise, you may keep some visualization, footage or examples in your thoughts that can help you memorize the ideas. In the end, the fabric ought to really turn into second nature. So don\u2019t waste time pushing every thing in your mind, somewhat try to turn out to be one with the chapter. Read the definition statements and theorem statements.<\/p>\n<h2>Introduction To Abstract Algebra<\/h2>\n<p>I write out the solution of every downside I attempt and eventually understand . The art is to search out out what pace is basically good for you, what computations are actually unnecessary (are they really <a href=\"https:\/\/elearningstore.in\/\">elearningstore.in<\/a> pointless or are you simply lazy?) and how you can force your self to do what\u2019s finest for you. Math may be tough, and there\u2019s plenty of info to maintain up with.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"603px\" alt=\"how to self-study mathematics\"\/><\/p>\n<p>An method would possibly work nicely for a Fields medallist but much less so for regular people. You may do a background growth on a background enlargement, and so on, all the method in which again to frequent highschool math. Thinking I had gaps in my information, some identified to me, and suspecting others unknown, I went back to even earlier material. I would use such personal classes for getting a summary\/overview of the topic first, then after some self-study, I would ask about no matter I couldn&#8217;t comprehend.<\/p>\n<h3>How To Be Taught Extra Superior Arithmetic (free Resources)<\/h3>\n<p>But I am actually struggling with second year grad stuff now.. Most of us haven&#8217;t got the power to study every little thing on the planet in adequate depth to make significant progress. A method round this is to make use of a &#8220;lens&#8221;&#8230;be taught what is needed to unravel a specific related query in a desired field.<\/p>\n<h3>Understand The Self<\/h3>\n<p>It opens up material to show you the background needed to understand what&#8217;s going on. At each step of the presentation, there can be two growth options. A detail enlargement retains the presentation at about the identical stage of required information, but takes smaller steps. You use a detail enlargement if you perceive where a step  starts and finish, however you simply do not quite see how it made the connection.<\/p>\n<p>You can\u2019t get higher at problem-solving if you don\u2019t have the instruments; the individual mastery of prerequisite subjects. In this post, you&#8217;ll learn precisely the 9-step strategy I used to teach myself Mathematics with out relying on someone to teach me. The brilliancy right here is that you could study these expertise WHILE you&#8217;re studying to code and even to supplement your expertise whereas in a thriving coding profession. Massive Open Online Classes, or MOOCs, are online courses which may be open to a considerable quantity of participants and make the most of conventional course materials, in addition to more revolutionary features such as movies. Feel free to skip straight to the plan when you do not feel like studying the &#8220;why&#8221;. Basic operations, numbers and integers, properties, guidelines and ideas, Monomials, Binomials, and Polynomials operations, Finding the Least Common Multiple and Greatest Common Factor are all coated on this guide.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>You merely do not know what you do not know, and that includes not understanding all the stuff you may miss out on by not studying. Set theory and abstract algebra has an enormous vary of functions, merely being ready to earn a living with out studying those issues is an inadequate purpose to keep [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[102],"tags":[103,104],"_links":{"self":[{"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/posts\/1718"}],"collection":[{"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/comments?post=1718"}],"version-history":[{"count":1,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/posts\/1718\/revisions"}],"predecessor-version":[{"id":1719,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/posts\/1718\/revisions\/1719"}],"wp:attachment":[{"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/media?parent=1718"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/categories?post=1718"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/poolscrystalclear.com\/index.php\/wp-json\/wp\/v2\/tags?post=1718"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}