class: center ##Heuristic Table of Testing ### Shing Lyu ??? top, middle, bottom left, center, right --- ###Definition of "Heuristic" .right[By James Bach] * (__adj__.) serving to discover * (__n.__) a fallible method of solving a problem * In the form of __mnemonics__ or mindmaps --- background-image: url(img/Heurisit_Table_of_Testing.jpg) --- ### How to use * Read through them * Come back to it when confused / lost / need ideas * Explore the area outside of the heuristics * Come up with your own list --- ###Overview * James Bach's __Heuristics Testing Model__ * Test Techniques * Project Environment * Product Elements * Quality Criteria --- ### Overview (cont.) * Planning * Adam Goucher's Ordering of New Testing Tasks Heuristics * Michael Kelly's Touring Heuristics * Scott Barber's Performance Testing Heuristics * Karen Johnson's Regression Testing Heuristics --- ### Overview (cont.) * Execution * James & Michael's Oracles Heuristics * Ben Simo's Error Reporting and Handling Heuristics * Reporting * Michael Kelly's Test Reporting Heuristics * James Bach's Learning Heuristics --- ####Heuristic Test Strategy Model * By [James Bach](http://www.satisfice.com/tools/htsm.pdf) ![htsm](data:image/png;base64,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) ??? * Test Techniques * Project Environment * Product Elements: SFDIPOT * Quality Criteria --- ###FDSFSCURA * Test Techniques * From [James Bach's HTSM](http://www.satisfice.com/tools/htsm.pdf)
* __F__unction Testing * __D__omain Testing: .footnote[Divide and conquer the data] * __S__tress Testing * __F__low Testing: .footnote[Do one thing after another] * __S__cenario Testing * __C__laim Testing: .footnote[Manual, Ads, EULSs, specs] * __U__ser Testing * __R__isk Testing * __A__utomaic Checking: .footnote["Check" v.s. "Test"] --- ### MIDTESTD * Project Environment * From [James Bach's HTSM](http://www.satisfice.com/tools/htsm.pdf)
* __M__ission: .footnote[customer expectations] * __I__nformation: .footnote[document? owner? old version?] * __D__eveloper Relations * __T__est Team * __E__quipment & Tools * __S__chedule * __T__est Items * __D__eliverables: .footnote[test reports, format, media, etc.] --- ###SFDIPOT * Product Elements, Coverage * From [James Bach's HTSM](http://www.satisfice.com/tools/htsm.pdf)
* __S__tructure: .footnote[SW, HW, license, manual, etc.] * __F__unction * __D__ata * __I__nterfaces * __P__latform * __O__perations: .footnote[usage scenarios] * __T__ime --- ###CRUCSS CPID * Quality Criteria Categories * From [James Bach's HTSM](http://www.satisfice.com/tools/htsm.pdf)
* __C__apability * __R__eliability * __U__sability * __C__harisma: .footnote[aesthetics, user friendliness, brand image] * __S__ecurity * __S__calability --- ###CRUCSS CPID (cont.) * __C__ompatibility * __P__erformance * __I__nstallability * __D__evelopement: .footnote[supportability, testability, maintainability, etc.] --- class:center, middle #Planning --- ###SLIME * How to approach a new test task * from [Adam Goucher's blog](http://adam.goucher.ca/?p=130) * Things that are hard to change need to be tested early
* __S__ecurity: .footnote[=> architectural rewrite] * __L__anguate: .footnote[l10n => rewrite] * Requ__I__rements * __M__easurements: .footnote[performance, load, stress] * __E__xisting: .footnote[regression] --- ### FCC CUTS VIDS * Touring * from [Michael D. Kelly's article](http://michaeldkelly.com/blog/2005/9/20/touring-heuristic.html)
* __F__eature tour * __C__omplexity tour: .footnote[find 5 most complex thing] * __C__laims tour --- ### FCC CUTS VIDS (cont.) * __C__onfiguration tour * __U__ser tour: .footnote[imagine 5 types of users] * __T__estability tour: .footnote[find testability features and tools]
* __S__cenario tour * __V__ariability tour: .footnote[Changable things] * __I__nteropeability tour * __D__ata tour * __S__tructure tour --- ### FIBLOTS * Create workload for performance testing * from [Scott Barber's blog](http://scott-barber.blogspot.tw/2011/09/model-workloads-for-performance-testing.html)
* __F__requent: .footnote[common usage] * __I__ntensive * __B__usiness Critical * __L__egal * __O__bvious: .footnote[bad news coverage] * __T__echnically Risky * __S__tackholder Mandated --- ###RCRCRC * Regression testing * From [Karen Johnson's post](http://searchsoftwarequality.techtarget.com/tip/A-software-experts-heuristic-for-regression-testing)
* __R__ecent * __C__ore * __R__isky * __C__onfiguration sensitive * __R__epaired * __C__hronic --- class:center, middle # Execution --- ###FEW HICCUPPS * Test Oracles * from [Michael Bolton & James Bach's post](http://www.developsense.com/blog/2012/07/few-hiccupps/),
* __F__amiliarity * __E__xplainability * __W__orld: .footnote[obey the rule of nature?] --- ###FEW HICCUPPS (cont.) * __H__istory * __ I__mage: .footnote[brand image] * __C__omparable Product * __C__laims * __U__ser Expectation * __P__roduct: .footnote[components are part of the overall product] * __P__urpose * __S__tandards & Statutes --- ###FAILURE * Error message and handling * from [Ben Simon's blog](http://www.questioningsoftware.com/2007/08/failure-usability.html)
* __F__unctional: .footnote[Right time, right condition] * __A__ppropriate * __I__mpact * __L__og: .footnote[technical detail go into the log, not error message] * __U__I * __R__ecovery * __E__motions --- class:center, middle # Reporting --- ###MOCASTER * Test Report * from [Michael D. Kelly's article](http://www.informit.com/articles/article.aspx?p=457506)
* __M__ission * __C__overage: .footnote[dimensions, see James Bach's SFDIPOT] * __R__isk * __T__echniques * __E__nvironment * __S__tatus: .footnote[think progress bar] * __O__bstacles --- ### SACKED SCOWS * Learning Heuristics * From James Bach's book [Secrets of a Buccaneer-Scholar](http://www.amazon.com/Secrets-Buccaneer-Scholar-Self-Education-Pursuit-Lifetime/dp/1439109087)
* __S__couting obsessively * __A__uthentic problems * __C__ognitive savvy * __K__nowledge attracts knowledge * __E__xperimentation * __D__isposable time --- ### SACKED SCOWS (cont.) * __S__tories * __C__ontrasting ideas * __O__ther minds * __W__ords and pictures * __S__ystems thinking