{"id":255,"date":"2021-07-13T11:43:17","date_gmt":"2021-07-13T15:43:17","guid":{"rendered":"http:\/\/meliusconsultant.com\/?page_id=255"},"modified":"2021-09-09T11:42:05","modified_gmt":"2021-09-09T15:42:05","slug":"continuous-improvement","status":"publish","type":"page","link":"https:\/\/meliusconsultant.com\/en\/continuous-improvement\/","title":{"rendered":"Continuous Improvement"},"content":{"rendered":"<div class=\"wpb-content-wrapper\"><p>[vc_row full_width=&#8221;stretch_row&#8221; css=&#8221;.vc_custom_1624986938209{background-color: #4a90e2 !important;}&#8221;][vc_column][vc_column_text font_family=&#8221;Montserrat&#8221; font_weight=&#8221;700&#8243; font_size=&#8221;16px&#8221;]<\/p>\n<div class=\"inline-icon-fil\"><img decoding=\"async\" src=\"http:\/\/meliusconsultant.com\/wp-content\/uploads\/2021\/06\/Group-1-1.png\" width=\"40px\" \/><\/div>\n<div class=\"inline-icon-fil\">\n<p style=\"color: #ffffff;\">Services &#8211; Continuous 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(\/figma)-->LEAN Six Sigma<\/h3>\n<p>The race to improve performance and optimize practices has always been a part of everyday business life. In this regard, continuous improvement aims to gradually reduce process weaknesses, customer dissatisfaction and risk potential through an operational approach.<\/p>\n<p>Among the practices behind continuous improvement are the LEAN and Six Sigma tools. Each of these approaches allows us to make specific and global interventions that will promote efficiency, effectiveness and quality of production, products and services.<\/p>\n<p>At MELIUS, we strongly believe in the philosophy behind continuous improvement, which advocates management buy-in. By taking this stance, the organization ensures the success and sustainability of any change. This new way of thinking will encourage ingenuity, mobilization and accountability in the community.[\/vc_column_text][\/vc_column_inner][vc_column_inner width=&#8221;1\/2&#8243;][vc_column_text font_size=&#8221;20px&#8221; responsive_font_size=&#8221;true&#8221; font_color=&#8221;#4a90e2&#8243;]<\/p>\n<blockquote><p><strong>&#8220;By taking this stance, the organization ensures the success and sustainability of any change.&#8221;<\/strong><\/p><\/blockquote>\n<p>[\/vc_column_text]<a href=\"\/en\/contact-us\/\" target=\"_self\" class=\"btn btn-shortcode btn-full btn-l luv_dynamic-e03e334a\" ><span>Need a consultation?<\/span><\/a><div class=\"luv-separator luv_dynamic-3380eb54     \"><\/div>[\/vc_column_inner][\/vc_row_inner][\/vc_column][\/vc_row][vc_row full_width=&#8221;stretch_row_content_no_spaces&#8221; equal_height=&#8221;yes&#8221; content_placement=&#8221;middle&#8221; css=&#8221;.vc_custom_1624987854727{background-color: #4a90e2 !important;}&#8221; font_color=&#8221;#ffffff&#8221;][vc_column width=&#8221;2\/3&#8243; css=&#8221;.vc_custom_1624987970102{padding-top: 10% !important;padding-right: 10% !important;padding-bottom: 10% !important;padding-left: 10% !important;}&#8221;]<h1 class=\"    \">Optimization of operational performance<\/h1>[vc_column_text]The optimization of operational performance is based on the notions of effectiveness and efficiency. Among the tracks to observe, we can find two of the three categories of waste: <em>Muri <\/em>and <em>Mura<\/em>.<\/p>\n<p>Originating from Japanese culture, <em>Muri<\/em> (excess) involves the overloading of personnel, facilities and inventories. On the other hand, <em>Mura<\/em> (variability) focuses on the irregularity of equipment, employees and raw materials (suppliers).<\/p>\n<p>An informed look at the performance of your operations will help you achieve your ultimate goal of meeting your customers&#8217; expectations.[\/vc_column_text][\/vc_column][vc_column width=&#8221;1\/3&#8243; css=&#8221;.vc_custom_1631194744052{background-image: url(https:\/\/meliusconsultant.com\/wp-content\/uploads\/2021\/09\/christina-wocintechchat-com-jzonFmreWok-unsplash-1-1.png?id=321) !important;background-position: center !important;background-repeat: no-repeat !important;background-size: cover !important;}&#8221;]<div class=\"luv-separator luv_dynamic-05e50ab6     \"><\/div>[\/vc_column][\/vc_row][vc_row full_width=&#8221;stretch_row_content_no_spaces&#8221; equal_height=&#8221;yes&#8221; content_placement=&#8221;middle&#8221;][vc_column width=&#8221;1\/3&#8243; css=&#8221;.vc_custom_1625078548719{background-image: url(http:\/\/meliusconsultant.com\/wp-content\/uploads\/2021\/06\/krakenimages-376KN_ISplE-unsplash-1.png?id=187) !important;background-position: center !important;background-repeat: no-repeat !important;background-size: cover !important;}&#8221; offset=&#8221;vc_hidden-xs&#8221;]<div class=\"luv-separator luv_dynamic-05e50ab6     \"><\/div>[\/vc_column][vc_column width=&#8221;2\/3&#8243; css=&#8221;.vc_custom_1624988237580{padding-top: 10% !important;padding-right: 10% !important;padding-bottom: 10% !important;padding-left: 10% !important;}&#8221;]<h1 class=\"    \">Identification and elimination of sources of waste<\/h1>[vc_column_text]The most well known category of waste is <em>Muda<\/em>, which means: <em>unnecessary or inefficient and of no value to the customer<\/em>. There are eight sources of waste that apply to both the industrial and service sectors.<\/p>\n<p>These sources of waste can easily be identified by both the employees in place and by external viewers. The elimination, or at least the reduction, of these sources will promote the creation of value and thus facilitate the optimization of the company&#8217;s processes.<\/p>\n<p>These eight sources are: transportation, travel, overproduction, waiting, inventory, over quality, defects and finally competence.[\/vc_column_text][\/vc_column][\/vc_row][vc_row full_width=&#8221;stretch_row_content_no_spaces&#8221; equal_height=&#8221;yes&#8221; content_placement=&#8221;middle&#8221; css=&#8221;.vc_custom_1624987854727{background-color: #4a90e2 !important;}&#8221; font_color=&#8221;#ffffff&#8221;][vc_column width=&#8221;2\/3&#8243; css=&#8221;.vc_custom_1624987970102{padding-top: 10% !important;padding-right: 10% !important;padding-bottom: 10% !important;padding-left: 10% !important;}&#8221;]<h1 class=\"    \">Implementing value-added initiatives<\/h1>[vc_column_text]In a context where the environment of organizations is changing very rapidly, companies would be tempted to implement a large number of initiatives without asking themselves certain questions. For example;<\/p>\n<ul>\n<li>Does this initiative generate significant and recurring expenses and\/or actions?<\/li>\n<li>Does this initiative create and\/or transform a product or service into something for which the customer will be willing to pay?<\/li>\n<li>Does this initiative give me a competitive advantage?<\/li>\n<\/ul>\n<p>It goes without saying that value-added initiatives require the involvement of all personnel, thus promoting great flexibility for organizations by responding quickly to consumer desires.[\/vc_column_text][\/vc_column][vc_column width=&#8221;1\/3&#8243; css=&#8221;.vc_custom_1625076274327{background-image: url(http:\/\/meliusconsultant.com\/wp-content\/uploads\/2021\/06\/christina-wocintechchat-com-jzonFmreWok-unsplash-3.png?id=185) !important;background-position: center !important;background-repeat: no-repeat !important;background-size: cover !important;}&#8221;]<div class=\"luv-separator luv_dynamic-05e50ab6     \"><\/div>[\/vc_column][\/vc_row][vc_row full_width=&#8221;stretch_row_content_no_spaces&#8221; equal_height=&#8221;yes&#8221; content_placement=&#8221;middle&#8221;][vc_column width=&#8221;1\/3&#8243; css=&#8221;.vc_custom_1625078559374{background-image: url(http:\/\/meliusconsultant.com\/wp-content\/uploads\/2021\/06\/christina-wocintechchat-com-jzonFmreWok-unsplash-4.png?id=186) !important;background-position: center !important;background-repeat: no-repeat !important;background-size: cover !important;}&#8221; offset=&#8221;vc_hidden-xs&#8221;]<div class=\"luv-separator luv_dynamic-05e50ab6     \"><\/div>[\/vc_column][vc_column width=&#8221;2\/3&#8243; css=&#8221;.vc_custom_1624988237580{padding-top: 10% !important;padding-right: 10% !important;padding-bottom: 10% !important;padding-left: 10% !important;}&#8221;]<h1 class=\"    \">Customer Alignment - Aligning the voice of the customer \/ the business process<\/h1>[vc_column_text]Often, in the actions of daily life, organizations can tend to forget their primary reason for existing, which is to meet the needs of their customers. It is therefore essential for the company to identify the sources of concern and dissatisfaction of its customers.<\/p>\n<p>By listening to the voice of the customer, the company will be able to understand the changes needed to retain its customers and to increase its market share by attracting new customers.<\/p>\n<p>It will therefore be important for the organization to convert this voice into critical customer requirements in order to establish standards aligned with customer needs. Moreover, this conversion translates the needs into tangible and measurable elements.[\/vc_column_text][\/vc_column][\/vc_row][vc_row full_width=&#8221;stretch_row&#8221; gap=&#8221;25&#8243; css=&#8221;.vc_custom_1624993251686{padding-top: 10% !important;padding-bottom: 10% !important;background-color: #cfa82e !important;background-position: center !important;background-repeat: no-repeat !important;background-size: cover !important;}&#8221;][vc_column width=&#8221;1\/2&#8243;]<h1 class=\" luv_dynamic-bc633b90   \">Are you familiar with the following services?<\/h1>[vc_column_text font_color=&#8221;#ffffff&#8221;]A broader look at your organization will allow you to take actions that will influence your strategic positioning. Our advisory services offer our clients the opportunity to increase their efficiency while promoting employee engagement and engagement.[\/vc_column_text]<a href=\"\/en\/services-2\/\" target=\"_self\" class=\"btn btn-shortcode btn-full btn-l luv_dynamic-f8bb4578\" ><span>Learn more<\/span><\/a>[\/vc_column][vc_column width=&#8221;1\/2&#8243;][vc_column_text link_color=&#8221;#272322&#8243;]<\/p>\n<div class=\"inline-icon\"><img decoding=\"async\" src=\"http:\/\/meliusconsultant.com\/wp-content\/uploads\/2021\/06\/Group-2-1.png\" \/><\/div>\n<div class=\"inline-icon\">\n<h3 style=\"color: #ffffff;\">Organizational diagnosis<\/h3>\n<h4><a href=\"\/en\/organizational-diagnosis\/\">Discover the service \u00bb<\/a><\/h4>\n<\/div>\n<p>[\/vc_column_text][vc_text_separator title=&#8221;&#8221;][vc_column_text link_color=&#8221;#272322&#8243;]<\/p>\n<div class=\"inline-icon\"><img decoding=\"async\" src=\"http:\/\/meliusconsultant.com\/wp-content\/uploads\/2021\/06\/Group-3.png\" \/><\/div>\n<div class=\"inline-icon\">\n<h3 style=\"color: #ffffff;\">Management of Human Resources<\/h3>\n<h4><a href=\"\/en\/management-of-human-resources\/\">Discover the service \u00bb<\/a><\/h4>\n<\/div>\n<p>[\/vc_column_text][\/vc_column][\/vc_row]<\/p>\n<\/div>","protected":false},"excerpt":{"rendered":"<p>[vc_row full_width=&#8221;stretch_row&#8221; css=&#8221;.vc_custom_1624986938209{background-color: #4a90e2 !important;}&#8221;][vc_column][vc_column_text font_family=&#8221;Montserrat&#8221; font_weight=&#8221;700&#8243; font_size=&#8221;16px&#8221;] Services &#8211; Continuous Improvement [\/vc_column_text][\/vc_column][\/vc_row][vc_row css=&#8221;.vc_custom_1624987410749{padding-top: 5% !important;padding-bottom: 5% !important;}&#8221;][vc_column][vc_row_inner gap=&#8221;25&#8243;][vc_column_inner width=&#8221;1\/2&#8243;][vc_column_text] LEAN Six Sigma The race to improve performance and optimize practices has always been a part of everyday business life. In this regard, continuous improvement aims to gradually reduce process weaknesses, customer dissatisfaction and risk [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-255","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v26.0 (Yoast SEO v27.6) - https:\/\/yoast.com\/product\/yoast-seo-premium-wordpress\/ -->\n<title>MELIUS Consulting Firm | LEAN and Six Sigma Expert<\/title>\n<meta name=\"description\" content=\"LEAN tools as well as Six Sigma tools allow interventions that will promote efficiency in companies.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/meliusconsultant.com\/en\/continuous-improvement\/\" \/>\n<meta property=\"og:locale\" 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