{"id":8989,"date":"2022-06-18T15:28:40","date_gmt":"2022-06-18T15:28:40","guid":{"rendered":"https:\/\/researchwithfawad.com\/?page_id=8989"},"modified":"2023-11-23T05:37:25","modified_gmt":"2023-11-23T05:37:25","slug":"smartpls4-tutorials-series-introduction","status":"publish","type":"page","link":"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/smartpls4-tutorials-series-introduction\/","title":{"rendered":"SmartPLS4 Tutorials Series Introduction"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"8989\" class=\"elementor elementor-8989\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-8dhr2bm elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"8dhr2bm\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-d4acc06\" data-id=\"d4acc06\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-bee4950 elementor-widget elementor-widget-heading\" data-id=\"bee4950\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\"><div class=\"hfeed site\" id=\"page\"><div id=\"content\" class=\"site-content\"><div class=\"ast-container\"><div id=\"primary\" class=\"content-area primary\"><main id=\"main\" class=\"site-main\"><article class=\"post-8833 page type-page status-publish ast-article-single\" id=\"post-8833\"><div class=\"entry-content clear\"><div data-elementor-type=\"wp-page\" data-elementor-id=\"8833\" class=\"elementor elementor-8833 elementor-edit-area elementor-edit-mode elementor-edit-area-active\" data-elementor-title=\"Page\"><div class=\"elementor-section-wrap ui-sortable\"><section data-id=\"z0b3hol\" data-element_type=\"section\" class=\"elementor-element elementor-element-edit-mode elementor-element-z0b3hol elementor-section elementor-top-section elementor-section-boxed elementor-section-height-default exad-glass-effect-no exad-sticky-section-no elementor-section--handles-inside\" id=\"\" data-model-cid=\"c32\"><div class=\"elementor-container elementor-column-gap-no ui-sortable\"><div data-id=\"d4acc06\" data-element_type=\"column\" class=\"elementor-element elementor-element-edit-mode elementor-element-d4acc06 elementor-element--toggle-edit-tools elementor-column elementor-top-column exad-glass-effect-no exad-sticky-section-no ui-resizable\" id=\"\" data-col=\"100\" data-model-cid=\"c33\"><div class=\"elementor-widget-wrap elementor-element-populated ui-sortable\"><div data-id=\"bee4950\" data-element_type=\"widget\" class=\"elementor-element elementor-element-edit-mode elementor-element-bee4950 elementor-element--toggle-edit-tools elementor-widget elementor-widget-heading exad-sticky-section-no exad-glass-effect-no elementor-element-editable\" data-model-cid=\"c34\" id=\"\" data-widget_type=\"heading.default\"><div class=\"elementor-widget-container\"><h1 class=\"elementor-heading-title elementor-size-default elementor-inline-editing pen\" data-elementor-setting-key=\"title\" data-pen-placeholder=\"Type Here...\"><\/h1><h1 class=\"elementor-heading-title elementor-size-default elementor-inline-editing pen\" data-elementor-setting-key=\"title\" data-pen-placeholder=\"Type Here...\">How to use SmartPLS4- Series Introduction<\/h1><\/div><\/div><\/div><\/div><\/div><\/section><\/div><\/div><\/div><\/article><\/main><\/div><\/div><\/div><\/div><\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-tpaso7y elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"tpaso7y\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;gradient&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-2b10226\" data-id=\"2b10226\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-fc6092a elementor-widget elementor-widget-image\" data-id=\"fc6092a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"1280\" height=\"720\" src=\"https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/How-to-Analyze-Data-using-SmartPLS4.png\" class=\"attachment-full size-full wp-image-8943\" alt=\"\" srcset=\"https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/How-to-Analyze-Data-using-SmartPLS4.png 1280w, https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/How-to-Analyze-Data-using-SmartPLS4-300x169.png 300w, https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/How-to-Analyze-Data-using-SmartPLS4-1024x576.png 1024w, https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/How-to-Analyze-Data-using-SmartPLS4-768x432.png 768w\" sizes=\"(max-width: 1280px) 100vw, 1280px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-1e8e919\" data-id=\"1e8e919\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-755d715 elementor-widget elementor-widget-heading\" data-id=\"755d715\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Learn to use SmartPLS4<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-da54622 elementor-widget-divider--separator-type-pattern elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"da54622\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\" style=\"--divider-pattern-url: url(&quot;data:image\/svg+xml,%3Csvg xmlns=&#039;http:\/\/www.w3.org\/2000\/svg&#039; preserveAspectRatio=&#039;none&#039; overflow=&#039;visible&#039; height=&#039;100%&#039; viewBox=&#039;0 0 24 24&#039; fill=&#039;black&#039; stroke=&#039;none&#039;%3E%3Cpolygon points=&#039;9.4,2 24,2 14.6,21.6 0,21.6&#039;\/%3E%3C\/svg%3E&quot;);\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-cf39eb3 elementor-widget elementor-widget-text-editor\" data-id=\"cf39eb3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>SmartPLS4, the latest version of the SmartPLS software, is on the verge of release, and this tutorial series aims to provide a thorough understanding for both young and mid-career researchers. While basic introductory videos on SmartPLS4 have been previously covered, a complete series is now in progress to assist scholars in harnessing the full potential of this advanced tool.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-04ovumv elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"04ovumv\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-61ca281\" data-id=\"61ca281\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-460040a elementor-widget elementor-widget-heading\" data-id=\"460040a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><h2 data-elementor-setting-key=\"title\" data-pen-placeholder=\"Type Here...\" style=\"font-style: normal\">Introduction to SmartPLS4 Tutorial Series<\/h2><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-338057a elementor-widget elementor-widget-text-editor\" data-id=\"338057a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<h3><span style=\"font-style: inherit; font-weight: inherit;\">The Significance of SmartPLS4 in Research<\/span><\/h3>\n<p>SmartPLS4 is anticipated to be a valuable asset for scholars. The lectures will equip researchers with the knowledge and skills required to effectively use SmartPLS4 for their academic endeavors.&nbsp;<\/p>\n<h3>Focus on SmartPLS: Reflective and Formative Constructs<\/h3>\n<p>The central focus of this series is on SmartPLS. The approach will be step-by-step, covering model design, validation, and testing. Each step blends theoretical understanding with practical implementation, ensuring scholars comprehend how to test their proposed models effectively. Furthermore, guidance on reporting results in research papers or theses will be provided after each step.<\/p>\n<h3>Essential Background Concepts for SEM using SmartPLS4<\/h3>\n<p>To lay a solid foundation, the series will delve into background topics, including Structural Equation Modelling (SEM), hypotheses development, variables, and the distinctions between mediators and moderators. Several videos will be shared to elucidate these crucial concepts. It is strongly advised that those embarking on learning SEM using SmartPLS4 have a clear understanding of these concepts, and pertinent videos are recommended for viewing before delving into the series.<\/p>\n<h3>Developing a Research Framework and Hypotheses<\/h3>\n<p>For those seeking guidance on developing a research framework, the playlist offers instructive videos to aid in the creation of comprehensive frameworks. The series also addresses the crucial aspect of hypothesis development, providing insights into how hypotheses should be formatted and developed. Sample hypotheses are presented, demonstrating the direct and mediating relationships between variables. For those exploring moderation, a clear example is provided, emphasizing the importance of explaining how moderation occurs.<\/p>\n<h3>Preparing for Data Entry: An Upcoming Session<\/h3>\n<p>In the <a href=\"https:\/\/researchwithfawad.com\/index.php\/how-to-enter-data-in-spss-or-excel\/\">subsequent session<\/a>, the tutorial will shift focus to the practical aspect of entering data, whether in SPSS or Excel. This step-by-step guide aims to facilitate a seamless transition from theoretical knowledge to practical application.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-a3f813c elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"a3f813c\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;gradient&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-19802a3\" data-id=\"19802a3\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-542f33c elementor-widget elementor-widget-video\" data-id=\"542f33c\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/youtu.be\\\/84s6UpN3hGQ&quot;,&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-6e7766b\" data-id=\"6e7766b\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8200718 elementor-widget elementor-widget-heading\" data-id=\"8200718\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">An Introduction to SmartPLS4 Lecture Series<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8bacf88 elementor-widget elementor-widget-text-editor\" data-id=\"8bacf88\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p style=\"text-align: center;\"><span style=\"color: #ffffff;\"><a style=\"color: #ffffff;\" href=\"https:\/\/youtu.be\/84s6UpN3hGQ\"><b>YouTube Video Link:\u00a0<\/b><\/a><\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-3e8245d elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3e8245d\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-27fff97\" data-id=\"27fff97\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e1dfdff elementor-widget elementor-widget-heading\" data-id=\"e1dfdff\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">The Proposed Research Framework<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-070e618\" data-id=\"070e618\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d0704c6 elementor-widget elementor-widget-text-editor\" data-id=\"d0704c6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>This series starts with the very basics of Data analysis. A model is proposed that is analyzed step by step using SmartPLS4. The proposed model that will be tested as part of the series is presented below.<\/p><p><img decoding=\"async\" class=\"aligncenter\" 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\" alt=\"\" \/><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-4f0d2777 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4f0d2777\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-52774b83\" data-id=\"52774b83\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5d7483c5 elementor-widget elementor-widget-heading\" data-id=\"5d7483c5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Additional SmartPLS4 Resources<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-5111bf34\" data-id=\"5111bf34\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3b1da16b elementor-widget elementor-widget-wp-widget-ccchildpages_widget\" data-id=\"3b1da16b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"wp-widget-ccchildpages_widget.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul><li class=\"page_item page-item-9299 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/a-basic-and-simple-model-in-smartpls4\/\" class=\"menu-link\">A Basic and Simple Model in SmartPLS4<\/a><\/li>\n<li class=\"page_item page-item-9370 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/convergent-and-discriminant-validity\/\" class=\"menu-link\">Basic SEM Concepts &#8211; Convergent and Discriminant Validity<\/a><\/li>\n<li class=\"page_item page-item-9337 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/structural-equation-modelling-concepts\/\" class=\"menu-link\">Basic Structural Equation Modelling (SEM) Concepts<\/a><\/li>\n<li class=\"page_item page-item-9543 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/categorical-moderation-analysis-using-seminr\/\" class=\"menu-link\">Categorical Moderation Analysis using SEMinR<\/a><\/li>\n<li class=\"page_item page-item-9403 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/how-to-assess-construct-reliability\/\" class=\"menu-link\">How to Assess Construct Reliability?<\/a><\/li>\n<li class=\"page_item page-item-9428 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/how-to-assess-convergent-validity\/\" class=\"menu-link\">How to Assess Convergent Validity (Construct validity)<\/a><\/li>\n<li class=\"page_item page-item-9448 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/how-to-assess-discriminant-validity\/\" class=\"menu-link\">How to Assess Discriminant Validity (Construct validity)<\/a><\/li>\n<li class=\"page_item page-item-9672 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/reflective-reflective-higher-order-construct\/\" class=\"menu-link\">How to Assess Reflective-Reflective Higher Order Construct<\/a><\/li>\n<li class=\"page_item page-item-9490 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/how-to-design-a-measurement-model\/\" class=\"menu-link\">How to Design a Measurement Model?<\/a><\/li>\n<li class=\"page_item page-item-9029 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/how-to-enter-data-in-spss-or-excel\/\" class=\"menu-link\">How to Enter Data in SPSS or Excel<\/a><\/li>\n<li class=\"page_item page-item-9462 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/how-to-solve-discriminant-validity-issues\/\" class=\"menu-link\">How to Solve Discriminant Validity Issues<\/a><\/li>\n<li class=\"page_item page-item-12181 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/how-to-use-necessary-condition-analysis-in-smartpls4\/\" class=\"menu-link\">How to Use Necessary Condition Analysis in SmartPLS4?<\/a><\/li>\n<li class=\"page_item page-item-9634 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/reflecrtive-formarive-model-using-smartpls4\/\" class=\"menu-link\">Reflective-Formative Higher-Order Model using SmartPLS4<\/a><\/li>\n<li class=\"page_item page-item-9800 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/simple-structural-model-in-smartpls4\/\" class=\"menu-link\">Simple Structural Model in SmartPLS4<\/a><\/li>\n<li class=\"page_item page-item-8950 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/steps-in-data-analsis\/\" class=\"menu-link\">Steps in Data Analysis<\/a><\/li>\n<li class=\"page_item page-item-9597 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/what-is-a-formative-construct\/\" class=\"menu-link\">What is a Formative Construct?<\/a><\/li>\n<\/ul>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>How to use SmartPLS4- Series Introduction Learn to use SmartPLS4 SmartPLS4, the latest version of the SmartPLS software, is on the verge of release, and this tutorial series aims to provide a thorough understanding for both young and mid-career researchers. While basic introductory videos on SmartPLS4 have been previously covered, a complete series is now [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":8833,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"site-sidebar-layout":"no-sidebar","site-content-layout":"page-builder","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"enabled","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"class_list":["post-8989","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.5 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>SmartPLS4 Tutorials Series Introduction - ResearchWithFawad<\/title>\n<meta name=\"description\" content=\"The new and advance SmartPLS4. 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