{"id":3453,"date":"2022-10-04T22:10:50","date_gmt":"2022-10-04T22:10:50","guid":{"rendered":"http:\/\/linearlab.eu\/wp\/?p=3453"},"modified":"2024-04-05T20:21:19","modified_gmt":"2024-04-05T20:21:19","slug":"department-protection-testing-in-white-field","status":"publish","type":"post","link":"http:\/\/linearlab.eu\/wp\/2022\/10\/04\/department-protection-testing-in-white-field\/","title":{"rendered":"Department Protection Testing In White Field Testing"},"content":{"rendered":"<p>Scenario to calculate Statement Coverage for given supply code. Here we&#8217;re taking two totally different scenarios to check the percentage of statement coverage for every situation. In White Box Testing, the tester is concentrating on how the software program works. In different words, the tester might be concentrating on the internal working of supply code regarding management circulate graphs or flow charts. So, in short, we are able to say that branch protection is a subset of code coverage.<\/p>\n<p>The difference between line protection and assertion protection is that the correspondence between statements and features isn\u2019t at all times one to 1. Depending on the programming language, an announcement can span multiple lines and a single line may <a href=\"https:\/\/www.globalcloudteam.com\/glossary\/branch-coverage\/\">what is branch coverage<\/a> contain multiple statements. That\u2019s what we meant by saying that it\u2019s a extra nuanced metric. Only caring about assertion protection may give teams a false sense of security in relation to the comprehensiveness of their tests.<\/p>\n<p>Condition coverage appears to be just like department coverage but they do not appear to be comparable as we are going to see. Here we&#8217;re required to provide checks such that each predicate within the situation of a control structure, such as an if, evaluates at least as quickly as to true and once to false. Although helpful, department coverage testing has certain drawbacks. While it&#8217;s actually desirable to attain high code coverage in testing, 100 percent code coverage doesn\u2019t guarantee the absence of bugs or flaws in your code. Branch Coverage is a popular testing method that provides insights into the share of branches executed during testing.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/globalcloudteam.com\/wp-content\/uploads\/2022\/09\/how-to-build-a-successful-team-1-1.jpg\" width=\"308px\" alt=\"what is branch coverage\"\/><\/p>\n<p>There are several sorts of code coverages, and a few of them are higher suited to measuring your software program quality than others. It is therefore important to choose the proper metric for your project. Apache ShardingSphere, you can find so-called code protection badges offered by providers like codecov.io. In this weblog submit, we\u2019ll take a glance at what code coverage is, what types of protection exist, and what they let you know about your software high quality.<\/p>\n<h2>Understanding Branch Coverage In Software Program Testing<\/h2>\n<p>A unhealthy metric can provide you a false sense of safety, which is worse than having no metric in any respect. For example, in case you have a take a look at suite that achieves 100 percent code protection however the checks are all meaningless, then you might get a false sense of security that your code is well examined. If you by chance delete or break a part of the appliance code, the exams will nonetheless pass, even though the application now not works correctly. In this coverage, expressions can typically get complicated.<\/p>\n<ul>\n<li>Statement protection is used to derive situation primarily based upon the structure of the code beneath take a look at.<\/li>\n<li>Decision protection<\/li>\n<li>It\u2019s a more specialized version of code coverage that focuses on a selected aspect\u2014i.e., guaranteeing that each department or path is tested.<\/li>\n<li>This is the fundamental code structure where we took two variables X and Y and two conditions.<\/li>\n<\/ul>\n<p>So, whereas 100 percent statement coverage essentially implies one hundred pc line coverage, the opposite isn\u2019t true. A line can contain a number of statements, however it\u2019s possible not all of them shall be executed. Well, code protection is the general metric that refers to the ratio of the codebase that is presently exercised by checks. Code protection can be decomposed into a quantity of totally different criteria, amongst which we now have branch coverage.<\/p>\n<h2>Net Development<\/h2>\n<p>Neither of those is necessarily the identical as Full path coverage, whenever you traverse each path from the beginning node to every finish node. There continues to be a boolean determination (computed with arithmetic  operations) and the meeting would not have branches. For floating level numbers, make sure you\u2019ve thought-about how your function handles values which have precision issues (values which are barely bigger or smaller than expected). Good double kind values to test with are zero.1 and -0.1 (to check numbers which are slightly bigger than expected) and zero.6 and -0.6 (to take a look at numbers that are barely smaller than expected). For example, if I wrote a operate to provide the sq. root of an integer, what values would it make sense to test it with?<\/p>\n<div style='text-align:center'><iframe width='567' height='319' src='https:\/\/www.youtube.com\/embed\/xwMWGYD8rgk' frameborder='0' alt='what is branch coverage' allowfullscreen><\/iframe><\/div>\n<p>measures the coverage of conditional branches; department coverage  measures the coverage of both conditional and unconditional branches. The Syllabus uses <a href=\"https:\/\/www.globalcloudteam.com\/\">https:\/\/www.globalcloudteam.com\/<\/a> decision protection, as it is the source of the  branches.<\/p>\n<h2>Canary Testing: A Comprehensive Guide For Developers<\/h2>\n<p>It\u2019s a measure that exhibits how much of the supply code has been put by way of its paces by various test circumstances being run. The control move of this system is the focus of department coverage, particularly the decision points that result in branching, similar to if statements, change statements, and loops. Decision Coverage is a white box testing method which stories the true or false outcomes of each boolean expression of the source code.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"what is branch coverage\"\/><\/p>\n<p>Once you have achieved excessive assertion protection, you&#8217;ll have the ability to then transfer on to branch coverage and performance protection. Code protection is a metric that measures the percentage of supply code your tests execute. To achieve 100% department protection, we want check cases that execute all four paths.<\/p>\n<p>Condition Coverage or expression protection is a testing methodology used to test and evaluate the variables or sub-expressions in the conditional assertion. The objective of situation protection is to verify individual outcomes for every logical condition. Condition protection provides better sensitivity to the control circulate than determination coverage. In this protection, expressions with logical operands are solely considered. Branch Coverage is a white box testing technique during which every end result from a code module(statement or loop) is tested.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/globalcloudteam.com\/wp-content\/uploads\/2020\/04\/what-is-ico.webp\" width=\"301px\" alt=\"what is branch coverage\"\/><\/p>\n<p>This is where branch protection, also identified as determination protection, comes in. In order to get full branch protection for our example we&#8217;ve to offer check cases such that we DO and DO NOT visit the physique of the if. In different words, we&#8217;ve to be sure that each consequence of the boolean expression hasRained &amp;&amp; isSunShining is taken into account.<\/p>\n<h2>Department Vs Determination Coverage Query<\/h2>\n<p>The objective of department protection is to make sure that every choice condition from every department is executed a minimum of once. It helps to measure fractions of independent code segments and to search out out sections having no branches. Statement Coverage is a white box testing technique during which all of the executable statements in the supply code are executed a minimum of as soon as. It is used for calculation of the variety of statements in source code which have been executed. The main purpose of Statement Coverage is to cover all of the attainable paths, lines and statements in source code.<\/p>\n<p>You want to deal with all strains is branch 1 and branch 2 to get 100 percent protection for each LineCoverage and BranchCoverage. Now, our cake program was only a toy example, however think about you would possibly be creating a security critical utility, you definitely need to know about such flaws. Even if your software is not security critical, you don\u2019t need it to crash due to unhandled exceptions. We briefly clarify and talk about line, department, condition and MC\/DC coverage by having a look on the instance beneath.<\/p>\n<p>Branch Coverage course of is an indispensable check coverage method that permits the programmer and the tester to get higher visibility on what is expected and what&#8217;s achieved up to now. It offers a transparent view of the progress made in software program software improvement. It is also called as \u2018Decision Coverage\u2019 method, because it entails the decision statements of the code. In order to locate the branching in the program, the control move must be pinpointed and all the move with multiple path must be recognized. If you call this method with isCoolUser set to true, you get one hundred pc statement protection. NOPE, there&#8217;s going to be a null pointer when you name with false.<\/p>\n<p>We can calculate the proportion of branches which were executed throughout testing by assessing department coverage. This measure demonstrates how well our take a look at suite explores numerous logical avenues, revealing perspective code sections that have not yet been checked. A appreciable quantity of the code has been examined, decreasing the potential for undiscovered flaws and elevating the extent of software program high quality overall.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Scenario to calculate Statement Coverage for given supply code. Here we&#8217;re taking two totally different scenarios to check the percentage of statement coverage for every situation. In White Box Testing, the tester is concentrating on how the software program works. In different words, the tester might be concentrating on the internal working of supply code [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[171],"tags":[],"class_list":["post-3453","post","type-post","status-publish","format-standard","hentry","category-software-development-3"],"_links":{"self":[{"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/posts\/3453","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/comments?post=3453"}],"version-history":[{"count":1,"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/posts\/3453\/revisions"}],"predecessor-version":[{"id":3454,"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/posts\/3453\/revisions\/3454"}],"wp:attachment":[{"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/media?parent=3453"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/categories?post=3453"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/linearlab.eu\/wp\/wp-json\/wp\/v2\/tags?post=3453"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}