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	<title>Software development &#8211; Dr Suoane Msomi</title>
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	<title>Software development &#8211; Dr Suoane Msomi</title>
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		<title>What is a Project Sponsor? Breakdown of Roles &#038; Duties 2023</title>
		<link>https://suoanemsomi.com/2022/10/26/what-is-a-project-sponsor-breakdown-of-roles/</link>
					<comments>https://suoanemsomi.com/2022/10/26/what-is-a-project-sponsor-breakdown-of-roles/#respond</comments>
		
		<dc:creator><![CDATA[Hangi]]></dc:creator>
		<pubDate>Wed, 26 Oct 2022 23:15:25 +0000</pubDate>
				<category><![CDATA[Software development]]></category>
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					<description><![CDATA[Make a prototype and market research before moving on to the next stage. Again, stakeholder and end-user feedback should be sought after for this phase. Software and system integration are tested at the beginning of each iterative cycle. At each stage, a decision is made irrespective of the result being saved or thrown away for [...]]]></description>
										<content:encoded><![CDATA[<p>Make a prototype and market research before moving on to the next stage. Again, stakeholder and end-user feedback should be sought after for this phase. Software and system integration are tested at the beginning of each iterative cycle. At each stage, a decision is made irrespective of the result being saved or thrown away for the following cycle.</p>
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" width="306px" alt="iterative development definition"/></p>
<p>Using the raw data, the primary Selene II Timed Report metric is percent progress toward each goal within each 10-unit time internal (Reese et al., 2012; Reese et al., 2015). The learning trajectory for constant progress toward a static game goal will look very much like the post-learning moment cumulative Timed Report in Figure 11.8, with a slope of 1. In Surface Features, the plot of gameplay for a player who consistently matches the game goal will be flat with a slope of zero. During Surface Features Selene II also collects and posts the amount of impact cratering and lava flow at the one-second level. These are the actual data used by Selene II in plotting player achievement on the Surface Features meters (Figures 11.10 and 11.11). A plot of one-second impact cratering and lava gameplay data is veridical to the meter and gameplay.</p>
<p><h2>Iterative development phases</h2>
</p>
<p>Alternatively, a brand marketing team could use iterative design processes to identify the imagery that works best for their target audience. Following every step of the iterative development strategy correctly with the required technical skills will result in a high-quality product with the intended functionality. During iterative development, scrum teams repeatedly design, build, and test their code or product. The group collects user and stakeholder feedback after each iteration and uses those insights to design the subsequent iteration of the product. Surface Features runs according to a simulation of 4.5 billion years along a timeline (Figure 11.9).</p>
<div style='text-align:center'><iframe width='563' height='319' src='https://www.youtube.com/embed/BtaVq2g17G0' frameborder='0' alt='iterative development definition' allowfullscreen></iframe></div>
</p>
<p>This means that it measures behavior during gameplay as an indicator of knowledge discovery and application. The Timed Report posts every 10&nbsp;s of gameplay, measuring player progress toward each active game goal. As in the Selene Classic version, the Selene II Timed Report posts processed data  (−&nbsp;1, 0, 1). However, following recommendations by Larry V. Hedges, Selene II also posts raw data.</p>
<p><h2>How Coupa&#8217;s PMO drives efficiency and accelerates business with Asana</h2>
</p>
<p>The Iterative Model is a type of model for software development in which implementation begins with minor pieces and progresses iteratively to the final solution through the participation of functional teams. Iterative and incremental development models are complementary, which is why they are frequently employed in tandem to increase their efficacy and provide project deliverables. An incremental strategy divides the software development process into small, manageable chunks known as increments. The procedure begins with the specification and implementation of a software component. Therefore, the iterative methodology does not aim to begin with a comprehensive requirements specification. Rather than adhering to a linear Waterfall method, software developers will react quickly to changes as their product evolves.</p>
<p>Maybe there’s a usability issue in the interface, but it could also be that a fundamental service is missing or that the user population isn’t the one that had been expected. That said, one thing to keep in mind is that although you’ll likely spend more time on the early design stages, this extra effort could lead to fewer manufacturing and engineering challenges in the future. In other words, this process is relatively slow in the beginning but gains speed and momentum as the project reaches completion. At any point during this process engineers can return to a prior iteration of the product design and continue from there.</p>
<ul>
<li>This can be just as time-consuming as making the product (in some cases more time-consuming).</li>
<li>The number one advantage of iterative development is that it’s often less risky than traditional methods.</li>
<li>The project control list is modified in light of the analysis results.</li>
<li>Most teams use incremental design and iterative processes interchangeably, and in practice, they often go hand-in-hand.</li>
<li>Iterative processes are a fundamental part of lean methodologies and Agile project management—but these processes can be implemented by any team, not just Agile ones.</li>
</ul>
<p>When the requirements and design of a major application are done using a traditional methodology (sometimes referred to as big design up front), there can be problems that don&#8217;t surface until development begins. By working iteratively, the project team goes through a cycle where they evaluate each iteration and determine what changes are needed to produce a satisfactory product. In iterative development, <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a> the design is comparatively less significant than other processes. Nevertheless, it makes sense to proceed with this phase to establish the software&#8217;s architecture. In this section, the design team develops technical needs such as services, languages, data layers, etc. Iterative and incremental development is an approach that combines iterative design and incremental development models.</p>
<p><h2>WHAT IS ITERATIVE DEVELOPMENT?</h2>
</p>
<p>With each version, you learn something new about the design, prototyping materials, functionality, and usability of the product. Every iteration should be an improvement on the one that came before it. On a simple feature, a cycle may encompass all three perspectives at the same time. There are two approaches, evolutionary and single step [waterfall], to full capability. In this step, the development team starts writing the code to build the first version of the  software. The developers follow the coding guidelines and build the technical architecture, the database, and theprograms of the first iteration module.</p>
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" width="301px" alt="iterative development definition"/></p>
<p>Iterative development permits teams to examine and modify their methods, resulting in ongoing improvement (Kaizen). During this phase, you will construct your first iteration module&#8217;s technical architecture, database, and programmes. You will only proceed to move on to the next level once you have completed this one. Once you&#8217;ve completed the initial planning for each requirement, in which you&#8217;ll define the overall project requirements, your target audience, the client&#8217;s needs, etc., you&#8217;ll proceed to the next step.</p>
<p><a href="https://www.globalcloudteam.com/glossary/embedded-iterative-development-model/"></p>
<figure><img 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' alt='iterative development definition' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='407px'/></figure>
<p></a></p>
<p>Iterative Development may follow an approach in which Timeboxes deliver horizontal slices of the solution, vertical slices or a combination of the two. Some organizations, such as the US Department of Defense, have a preference for iterative methodologies, starting with MIL-STD-498 &#8220;clearly encouraging evolutionary acquisition and IID&#8221;. This website is using a security service to protect itself from online attacks. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data. Increase your development output within the next 30 days without sacrificing quality. Schedule a discovery call with our team today and experience first-hand how DistantJob can elevate your success with exceptional global talent, delivered fast.</p>
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width="308px" alt="iterative development definition"/></p>
<p>Agile and Lean methodology in software development use the iterative model to ensure faster and efficient product development processes. The iterative process is the practice of building, refining, and improving a project, product, or initiative. Teams that use the iterative development process create, test, and revise until they’re satisfied with the end result. You can think of an iterative process as a trial-and-error methodology that brings your project closer to its end goal. To succeed, businesses and developers must stay current on software development life cycles and technologies. Software development life cycles have helped companies deliver high-quality products efficiently and with fewer errors.</p>
<p>Questions are raised, needs are analyzed, information is collected, research is conducted, and potential solutions are evaluated. Customers’ needs and their capabilities are studied, and existing products or prototypes are evaluated. For example, maybe the company extranet is bringing in new customers, but the support mailbox is always full of messages from people who can’t seem to find what they’re looking for.</p>
<p>Developers can also evaluate progress in one stage before proceeding to the next. Iterations are time-boxed, so they must complete a particular development cycle and deliver working code within a certain period. These boundaries keep the project on track and help developers focus on product design and quality. While it’s tempting to create anything and everything using an iterative process because of the flexibility it comes with, it’s not ideal for every kind of project. After weighing the pros and cons, here’s what can help you decide if your project needs an iterative development process. In a non-iterative process, you and your team would work together to come up with a final product without necessarily trying new ideas along the way.</p>
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" width="306px" alt="iterative development definition"/></p>
<p>Developers can also roll back to previous iterations with minimal losses if the current iteration fails. Iterative development can eliminate many of those issues and allows more flexibility and adaptability in the SDLC. Developers can incorporate user feedback, which is based on an actual working product and not just technical specifications, and make changes to improve the product. These improvements happen during successive iterations instead of toward the end of the SDLC, when deadline pressures are high.</p>
<p>For example, imagine you’re working with a design agency to create an ebook. Finally, your internal team will copyedit the designed ebook to make sure everything looks ok. This is an example of the waterfall model because each phase relies on the previous step (i.e. you can’t copyedit the designed ebook until it’s been designed). Iterative software development doesn&#8217;t cling to one design or idea throughout the process. Coding occurs after the software application&#8217;s design is complete, and testing begins after coding passes phase gate reviews. The following can help you decide if your project requires an iterative development strategy after assessing the pros and cons.</p>
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