{"id":12982,"date":"2026-06-26T16:39:21","date_gmt":"2026-06-26T09:39:21","guid":{"rendered":"https:\/\/www.research.nu.ac.th\/?page_id=12982"},"modified":"2026-07-07T15:48:00","modified_gmt":"2026-07-07T08:48:00","slug":"odsci","status":"publish","type":"page","link":"https:\/\/www.research.nu.ac.th\/?page_id=12982","title":{"rendered":"Odsci"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"12982\" class=\"elementor elementor-12982\" data-elementor-post-type=\"page\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-9d88db3 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"9d88db3\" data-element_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-100 elementor-top-column elementor-element elementor-element-f10767f\" data-id=\"f10767f\" data-element_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-7d03cd9 elementor-widget elementor-widget-html\" data-id=\"7d03cd9\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\n\n<header>\n  <div class=\"nav-wrap\">\n    <div class=\"brand\">\n      <div class=\"brand-mark\">OD<br>Sci<\/div>\n      <div class=\"brand-text\">\n        <div class=\"t1\">\u0e01\u0e25\u0e38\u0e48\u0e21\u0e27\u0e34\u0e08\u0e31\u0e22\u0e14\u0e49\u0e32\u0e19\u0e01\u0e32\u0e23\u0e2b\u0e32\u0e04\u0e48\u0e32\u0e40\u0e2b\u0e21\u0e32\u0e30\u0e17\u0e35\u0e48\u0e2a\u0e38\u0e14<br>\u0e41\u0e25\u0e30\u0e27\u0e34\u0e17\u0e22\u0e32\u0e28\u0e32\u0e2a\u0e15\u0e23\u0e4c\u0e01\u0e32\u0e23\u0e15\u0e31\u0e14\u0e2a\u0e34\u0e19\u0e43\u0e08<\/div>\n        <div class=\"t2\">Optimization and Decision Science Research Group<\/div>\n      <\/div>\n    <\/div>\n    <nav>\n      <ul>\n        <li><a href=\"#about\">\u0e17\u0e35\u0e48\u0e21\u0e32\u0e41\u0e25\u0e30\u0e04\u0e27\u0e32\u0e21\u0e2a\u0e33\u0e04\u0e31\u0e0d<\/a><\/li>\n        <li><a href=\"#people\">\u0e04\u0e13\u0e30\u0e19\u0e31\u0e01\u0e27\u0e34\u0e08\u0e31\u0e22<\/a><\/li>\n        <li><a href=\"#plan\">\u0e41\u0e1c\u0e19\u0e07\u0e32\u0e19\/\u0e07\u0e1a\u0e1b\u0e23\u0e30\u0e21\u0e32\u0e13<\/a><\/li>\n        <li><a href=\"#funding\">\u0e02\u0e2d\u0e17\u0e38\u0e19\u0e27\u0e34\u0e08\u0e31\u0e22<\/a><\/li>\n        <li><a href=\"#contact\">\u0e15\u0e34\u0e14\u0e15\u0e48\u0e2d<\/a><\/li>\n      <\/ul>\n    <\/nav>\n  <\/div>\n<\/header>\n\n<section class=\"hero\">\n  <div class=\"hero-inner\">\n    <div>\n      <span class=\"hero-tag\">Research Cluster <\/span>\n      <h1><span style=\"color: white;\">\u0e01\u0e25\u0e38\u0e48\u0e21\u0e27\u0e34\u0e08\u0e31\u0e22\u0e14\u0e49\u0e32\u0e19\u0e01\u0e32\u0e23\u0e2b\u0e32\u0e04\u0e48\u0e32\u0e40\u0e2b\u0e21\u0e32\u0e30\u0e17\u0e35\u0e48\u0e2a\u0e38\u0e14\u0e41\u0e25\u0e30\u0e27\u0e34\u0e17\u0e22\u0e32\u0e28\u0e32\u0e2a\u0e15\u0e23\u0e4c\u0e01\u0e32\u0e23\u0e15\u0e31\u0e14\u0e2a\u0e34\u0e19\u0e43\u0e08<br>Optimization and Decision Science Research Group (ODSci-ResearchGroup)<\/span><\/h1>\n      <p>\u0e2b\u0e31\u0e27\u0e2b\u0e19\u0e49\u0e32\u0e42\u0e04\u0e23\u0e07\u0e01\u0e32\u0e23: \u0e28\u0e32\u0e2a\u0e15\u0e23\u0e32\u0e08\u0e32\u0e23\u0e22\u0e4c \u0e14\u0e23.\u0e19\u0e23\u0e34\u0e19\u0e17\u0e23\u0e4c \u0e40\u0e1e\u0e0a\u0e23\u0e4c\u0e42\u0e23\u0e08\u0e19\u0e4c \u2014 \u0e04\u0e13\u0e30\u0e27\u0e34\u0e17\u0e22\u0e32\u0e28\u0e32\u0e2a\u0e15\u0e23\u0e4c<\/p>\n      <div class=\"hero-vision\">\"To become the recognized research group that integrates optimization theory and decision science into real-world applications in renewable energy, precision agriculture, and spatial analytics (GIS) through data-driven decision-making\"<\/div>\n    <\/div>\n    <div class=\"hero-stats\">\n      <div class=\"stat-box\"><div class=\"num\">10<\/div><div class=\"lbl\">\u0e19\u0e31\u0e01\u0e27\u0e34\u0e08\u0e31\u0e22\u0e23\u0e48\u0e27\u0e21<\/div><\/div>\n      <div class=\"stat-box\"><div class=\"num\">4<\/div><div class=\"lbl\">\u0e2b\u0e31\u0e27\u0e02\u0e49\u0e2d\u0e04\u0e27\u0e32\u0e21\u0e40\u0e0a\u0e35\u0e48\u0e22\u0e27\u0e0a\u0e32\u0e0d\u0e2b\u0e25\u0e31\u0e01<\/div><\/div>\n      <div class=\"stat-box\"><div class=\"num\">5<\/div><div class=\"lbl\">\u0e42\u0e04\u0e23\u0e07\u0e01\u0e32\u0e23\u0e02\u0e2d\u0e17\u0e38\u0e19\u0e1b\u0e35 2569<\/div><\/div>\n      <div class=\"stat-box\"><div class=\"num\">23.4%<\/div><div class=\"lbl\">International collaboration<\/div><\/div>\n    <\/div>\n  <\/div>\n<\/section>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3867aef elementor-widget elementor-widget-html\" data-id=\"3867aef\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<section id=\"about\" class=\"section-box\">\n  <div class=\"sec-head\"><div class=\"sec-num\">1<\/div><h2>\u0e17\u0e35\u0e48\u0e21\u0e32\u0e41\u0e25\u0e30\u0e04\u0e27\u0e32\u0e21\u0e2a\u0e33\u0e04\u0e31\u0e0d<\/h2><\/div>\n  <div class=\"sec-rule\"><\/div>\n\n  <div class=\"reason-grid\">\n    <div class=\"reason-card\">\n      <p>\u0e01\u0e32\u0e23\u0e08\u0e31\u0e14\u0e2a\u0e23\u0e23\u0e17\u0e23\u0e31\u0e1e\u0e22\u0e32\u0e01\u0e23\u0e41\u0e25\u0e30\u0e01\u0e32\u0e23\u0e15\u0e31\u0e14\u0e2a\u0e34\u0e19\u0e43\u0e08\u0e40\u0e0a\u0e34\u0e07\u0e23\u0e30\u0e1a\u0e1a\u0e43\u0e19\u0e2a\u0e32\u0e02\u0e32\u0e17\u0e35\u0e48\u0e21\u0e35\u0e04\u0e27\u0e32\u0e21\u0e44\u0e21\u0e48\u0e41\u0e19\u0e48\u0e19\u0e2d\u0e19\u0e2a\u0e39\u0e07 \u0e40\u0e0a\u0e48\u0e19<\/p>\n      <ul>\n        <li>\u0e1e\u0e25\u0e31\u0e07\u0e07\u0e32\u0e19\u0e2b\u0e21\u0e38\u0e19\u0e40\u0e27\u0e35\u0e22\u0e19 (\u0e0b\u0e36\u0e48\u0e07\u0e41\u0e2b\u0e25\u0e48\u0e07\u0e08\u0e48\u0e32\u0e22\u0e44\u0e21\u0e48\u0e2a\u0e21\u0e48\u0e33\u0e40\u0e2a\u0e21\u0e2d)<\/li>\n        <li>\u0e20\u0e32\u0e04\u0e40\u0e01\u0e29\u0e15\u0e23\u0e01\u0e23\u0e23\u0e21 (\u0e17\u0e35\u0e48\u0e15\u0e49\u0e2d\u0e07\u0e40\u0e1c\u0e0a\u0e34\u0e0d\u0e1b\u0e31\u0e08\u0e08\u0e31\u0e22\u0e2a\u0e20\u0e32\u0e1e\u0e2d\u0e32\u0e01\u0e32\u0e28 \u0e14\u0e34\u0e19 \u0e41\u0e25\u0e30\u0e23\u0e32\u0e04\u0e32\u0e1c\u0e25\u0e1c\u0e25\u0e34\u0e15\u0e17\u0e35\u0e48\u0e40\u0e1b\u0e25\u0e35\u0e48\u0e22\u0e19\u0e41\u0e1b\u0e25\u0e07)<\/li>\n        <li>\u0e01\u0e32\u0e23\u0e08\u0e31\u0e14\u0e01\u0e32\u0e23\u0e1e\u0e37\u0e49\u0e19\u0e17\u0e35\u0e48\u0e42\u0e14\u0e22\u0e43\u0e0a\u0e49\u0e20\u0e39\u0e21\u0e34\u0e2a\u0e32\u0e23\u0e2a\u0e19\u0e40\u0e17\u0e28 (GIS)<\/li>\n      <\/ul>\n      <p style=\"margin-top:10px;\">\u0e15\u0e49\u0e2d\u0e07\u0e01\u0e32\u0e23\u0e40\u0e04\u0e23\u0e37\u0e48\u0e2d\u0e07\u0e21\u0e37\u0e2d\u0e41\u0e25\u0e30\u0e41\u0e1a\u0e1a\u0e08\u0e33\u0e25\u0e2d\u0e07\u0e17\u0e35\u0e48\u0e21\u0e35\u0e04\u0e27\u0e32\u0e21\u0e2a\u0e32\u0e21\u0e32\u0e23\u0e16\u0e17\u0e31\u0e49\u0e07\u0e43\u0e19\u0e01\u0e32\u0e23 <b>\"\u0e40\u0e1e\u0e34\u0e48\u0e21\u0e1b\u0e23\u0e30\u0e2a\u0e34\u0e17\u0e18\u0e34\u0e20\u0e32\u0e1e\" (Optimization)<\/b> \u0e41\u0e25\u0e30\u0e01\u0e32\u0e23\u0e23\u0e2d\u0e07\u0e23\u0e31\u0e1a <b>\"\u0e02\u0e49\u0e2d\u0e21\u0e39\u0e25\u0e02\u0e19\u0e32\u0e14\u0e43\u0e2b\u0e0d\u0e48\u0e41\u0e25\u0e30\u0e0b\u0e31\u0e1a\u0e0b\u0e49\u0e2d\u0e19\" (Data &amp; Decision Science)<\/b> \u0e40\u0e1e\u0e37\u0e48\u0e2d\u0e2a\u0e19\u0e31\u0e1a\u0e2a\u0e19\u0e38\u0e19\u0e01\u0e32\u0e23\u0e15\u0e31\u0e14\u0e2a\u0e34\u0e19\u0e43\u0e08\u0e17\u0e35\u0e48\u0e41\u0e21\u0e48\u0e19\u0e22\u0e33\u0e41\u0e25\u0e30\u0e22\u0e37\u0e14\u0e2b\u0e22\u0e38\u0e48\u0e19\u0e15\u0e48\u0e2d\u0e04\u0e27\u0e32\u0e21\u0e44\u0e21\u0e48\u0e41\u0e19\u0e48\u0e19\u0e2d\u0e19<\/p>\n    <\/div>\n    <div class=\"reason-card alt\">\n      <p>\u0e01\u0e32\u0e23\u0e14\u0e33\u0e40\u0e19\u0e34\u0e19\u0e07\u0e32\u0e19\u0e1e\u0e31\u0e12\u0e19\u0e32<b>\u0e17\u0e24\u0e29\u0e0e\u0e35\u0e01\u0e32\u0e23\u0e40\u0e1e\u0e34\u0e48\u0e21\u0e1b\u0e23\u0e30\u0e2a\u0e34\u0e17\u0e18\u0e34\u0e20\u0e32\u0e1e<\/b>\u0e40\u0e1e\u0e37\u0e48\u0e2d\u0e02\u0e31\u0e1a\u0e40\u0e04\u0e25\u0e37\u0e48\u0e2d\u0e19\u0e01\u0e32\u0e23\u0e15\u0e31\u0e14\u0e2a\u0e34\u0e19\u0e43\u0e08\u0e40\u0e0a\u0e34\u0e07\u0e02\u0e49\u0e2d\u0e21\u0e39\u0e25\u0e1c\u0e48\u0e32\u0e19\u0e27\u0e34\u0e17\u0e22\u0e32\u0e01\u0e32\u0e23\u0e04\u0e2d\u0e21\u0e1e\u0e34\u0e27\u0e40\u0e15\u0e2d\u0e23\u0e4c \u0e42\u0e14\u0e22\u0e21\u0e38\u0e48\u0e07\u0e40\u0e1b\u0e49\u0e32\u0e44\u0e1b\u0e22\u0e31\u0e07\u0e1b\u0e31\u0e0d\u0e2b\u0e32\u0e14\u0e49\u0e32\u0e19 \u0e1e\u0e25\u0e31\u0e07\u0e07\u0e32\u0e19\u0e2b\u0e21\u0e38\u0e19\u0e40\u0e27\u0e35\u0e22\u0e19 \u0e40\u0e01\u0e29\u0e15\u0e23\u0e01\u0e23\u0e23\u0e21 \u0e41\u0e25\u0e30\u0e23\u0e30\u0e1a\u0e1a\u0e2a\u0e32\u0e23\u0e2a\u0e19\u0e40\u0e17\u0e28\u0e20\u0e39\u0e21\u0e34\u0e28\u0e32\u0e2a\u0e15\u0e23\u0e4c (GIS)<\/p>\n      <p style=\"margin-top:10px;\">\u0e08\u0e30\u0e0a\u0e48\u0e27\u0e22<b>\u0e40\u0e15\u0e34\u0e21\u0e40\u0e15\u0e47\u0e21\u0e0a\u0e48\u0e2d\u0e07\u0e27\u0e48\u0e32\u0e07<\/b>\u0e02\u0e2d\u0e07\u0e2d\u0e07\u0e04\u0e4c\u0e04\u0e27\u0e32\u0e21\u0e23\u0e39\u0e49\u0e41\u0e25\u0e30\u0e40\u0e17\u0e04\u0e42\u0e19\u0e42\u0e25\u0e22\u0e35\u0e17\u0e35\u0e48\u0e15\u0e2d\u0e1a\u0e42\u0e08\u0e17\u0e22\u0e4c\u0e04\u0e27\u0e32\u0e21\u0e17\u0e49\u0e32\u0e17\u0e32\u0e22\u0e23\u0e48\u0e27\u0e21\u0e2a\u0e21\u0e31\u0e22\u0e02\u0e2d\u0e07\u0e1b\u0e23\u0e30\u0e40\u0e17\u0e28\u0e41\u0e25\u0e30\u0e42\u0e25\u0e01\u0e22\u0e38\u0e04\u0e43\u0e2b\u0e21\u0e48 \u0e42\u0e14\u0e22\u0e40\u0e19\u0e49\u0e19\u0e04\u0e27\u0e32\u0e21<b>\u0e40\u0e0a\u0e37\u0e48\u0e2d\u0e21\u0e42\u0e22\u0e07\u0e08\u0e32\u0e01\u0e07\u0e32\u0e19\u0e27\u0e34\u0e08\u0e31\u0e22\u0e1e\u0e37\u0e49\u0e19\u0e10\u0e32\u0e19\u0e2a\u0e39\u0e48\u0e01\u0e32\u0e23\u0e1b\u0e23\u0e30\u0e22\u0e38\u0e01\u0e15\u0e4c\u0e43\u0e0a\u0e49\u0e07\u0e32\u0e19\u0e08\u0e23\u0e34\u0e07<\/b><\/p>\n    <\/div>\n  <\/div>\n\n  <h3 style=\"font-family:var(--serif); color:var(--navy); font-size:16px; margin:0 0 16px;\">\u0e04\u0e27\u0e32\u0e21\u0e2a\u0e33\u0e04\u0e31\u0e0d\u0e41\u0e25\u0e30\u0e17\u0e35\u0e48\u0e21\u0e32\u0e02\u0e2d\u0e07\u0e01\u0e25\u0e38\u0e48\u0e21\u0e27\u0e34\u0e08\u0e31\u0e22 \u2014 \u0e15\u0e49\u0e19\u0e19\u0e49\u0e33 \/ \u0e01\u0e25\u0e32\u0e07\u0e19\u0e49\u0e33 \/ \u0e1b\u0e25\u0e32\u0e22\u0e19\u0e49\u0e33<\/h3>\n  <div class=\"ribbon-row\">\n    <div class=\"ribbon ribbon-1\">\u0e15\u0e49\u0e19\u0e19\u0e49\u0e33<\/div>\n    <div class=\"ribbon ribbon-2\">\u0e01\u0e25\u0e32\u0e07\u0e19\u0e49\u0e33<\/div>\n    <div class=\"ribbon ribbon-3\">\u0e1b\u0e25\u0e32\u0e22\u0e19\u0e49\u0e33<\/div>\n  <\/div>\n  <div class=\"step-grid\">\n    <div class=\"step-card\"><div class=\"step-num\">01<\/div><p>\u0e01\u0e32\u0e23\u0e2a\u0e23\u0e49\u0e32\u0e07\u0e17\u0e24\u0e29\u0e0e\u0e35\u0e41\u0e25\u0e30\u0e2d\u0e31\u0e25\u0e01\u0e2d\u0e23\u0e34\u0e17\u0e36\u0e21\u0e01\u0e32\u0e23\u0e40\u0e1e\u0e34\u0e48\u0e21\u0e1b\u0e23\u0e30\u0e2a\u0e34\u0e17\u0e18\u0e34\u0e20\u0e32\u0e1e\u0e40\u0e0a\u0e34\u0e07\u0e04\u0e33\u0e19\u0e27\u0e13<\/p><\/div>\n    <div class=\"step-card\"><div class=\"step-num\">02<\/div><p>\u0e01\u0e32\u0e23\u0e1b\u0e23\u0e30\u0e22\u0e38\u0e01\u0e15\u0e4c\u0e2d\u0e07\u0e04\u0e4c\u0e04\u0e27\u0e32\u0e21\u0e23\u0e39\u0e49\u0e01\u0e31\u0e1a\u0e0b\u0e2d\u0e1f\u0e15\u0e4c\u0e41\u0e27\u0e23\u0e4c\u0e43\u0e19\u0e40\u0e0a\u0e34\u0e07\u0e27\u0e34\u0e17\u0e22\u0e32\u0e01\u0e32\u0e23\u0e04\u0e2d\u0e21\u0e1e\u0e34\u0e27\u0e40\u0e15\u0e2d\u0e23\u0e4c<\/p><\/div>\n    <div class=\"step-card\"><div class=\"step-num\">03<\/div><p>\u0e1b\u0e23\u0e30\u0e22\u0e38\u0e01\u0e15\u0e4c\u0e43\u0e0a\u0e49\u0e41\u0e25\u0e30\u0e01\u0e32\u0e23\u0e02\u0e22\u0e32\u0e22\u0e1c\u0e25\u0e44\u0e1b\u0e2a\u0e39\u0e48\u0e01\u0e32\u0e23\u0e41\u0e01\u0e49\u0e1b\u0e31\u0e0d\u0e2b\u0e32\u0e43\u0e19\u0e20\u0e32\u0e04\u0e40\u0e01\u0e29\u0e15\u0e23\u0e01\u0e23\u0e23\u0e21 \u0e1e\u0e25\u0e31\u0e07\u0e07\u0e32\u0e19\u0e2b\u0e21\u0e38\u0e19\u0e40\u0e27\u0e35\u0e22\u0e19 \u0e41\u0e25\u0e30\u0e01\u0e32\u0e23\u0e08\u0e31\u0e14\u0e01\u0e32\u0e23\u0e02\u0e49\u0e2d\u0e21\u0e39\u0e25\u0e40\u0e0a\u0e34\u0e07\u0e1e\u0e37\u0e49\u0e19\u0e17\u0e35\u0e48 \u0e0b\u0e36\u0e48\u0e07\u0e40\u0e1b\u0e47\u0e19\u0e04\u0e27\u0e32\u0e21\u0e40\u0e0a\u0e35\u0e48\u0e22\u0e27\u0e0a\u0e32\u0e0d\u0e02\u0e2d\u0e07\u0e17\u0e35\u0e21\u0e27\u0e34\u0e08\u0e31\u0e22<\/p><\/div>\n  <\/div>\n\n  <h3 style=\"font-family:var(--serif); color:var(--navy); font-size:16px; margin:0 0 16px;\">\u0e42\u0e04\u0e23\u0e07\u0e2a\u0e23\u0e49\u0e32\u0e07\u0e04\u0e27\u0e32\u0e21\u0e40\u0e0a\u0e37\u0e48\u0e2d\u0e21\u0e42\u0e22\u0e07\u0e2d\u0e07\u0e04\u0e4c\u0e04\u0e27\u0e32\u0e21\u0e23\u0e39\u0e49<\/h3>\n  <div class=\"model-frame\">\n    <div class=\"model-diagram\">\n      <div class=\"model-box\">\n        <div class=\"model-icon\">\n          <svg viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.8\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M4 19V5\"\/><path d=\"M4 19h16\"\/><path d=\"M8 15l3-4 3 2 4-6\"\/><circle cx=\"8\" cy=\"15\" r=\"1\"\/><circle cx=\"11\" cy=\"11\" r=\"1\"\/><circle cx=\"14\" cy=\"13\" r=\"1\"\/><circle cx=\"18\" cy=\"7\" r=\"1\"\/><\/svg>\n        <\/div>\n        Model and Optimization<br>Algorithm Theory\n      <\/div>\n      <div class=\"model-arrow\">\u21c4<\/div>\n      <div class=\"model-box\">\n        <div class=\"model-icon\">\n          <svg viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.8\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><rect x=\"3\" y=\"4\" width=\"18\" height=\"12\" rx=\"2\"\/><path d=\"M8 20h8M12 16v4\"\/><path d=\"M8 9l2 2-2 2M13 13h3\"\/><\/svg>\n        <\/div>\n        Computer Science and<br>Information Technology\n      <\/div>\n    <\/div>\n    <div class=\"model-diagram\" style=\"margin-top:10px;\">\n      <div class=\"model-box gis\">\n        <div class=\"model-icon gis-icon\">\n          <svg viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.8\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M12 21s7-6.4 7-12a7 7 0 1 0-14 0c0 5.6 7 12 7 12z\"\/><circle cx=\"12\" cy=\"9\" r=\"2.4\"\/><path d=\"M3 17l4-1 3 1 4-1 3 1 4-1\" stroke-width=\"1.4\" opacity=\".55\"\/><\/svg>\n        <\/div>\n        Spatial Analytics (GIS), Precision<br>Agriculture, and Renewable Energy Problems\n      <\/div>\n      <div class=\"model-arrow\">\u21c4<\/div>\n      <div class=\"model-box\" style=\"visibility:hidden;\">.<\/div>\n    <\/div>\n  <\/div>\n<\/section>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e4b6669 elementor-widget elementor-widget-html\" data-id=\"e4b6669\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<section id=\"people\" class=\"section-box\">\n  <div class=\"sec-head\"><div class=\"sec-num\">2<\/div><h2>\u0e04\u0e13\u0e30\u0e19\u0e31\u0e01\u0e27\u0e34\u0e08\u0e31\u0e22<\/h2><\/div>\n  <div class=\"sec-rule\"><\/div>\n  <p class=\"lede\">\u0e17\u0e35\u0e21\u0e27\u0e34\u0e08\u0e31\u0e22\u0e04\u0e23\u0e2d\u0e1a\u0e04\u0e25\u0e38\u0e21 4 \u0e2b\u0e31\u0e27\u0e02\u0e49\u0e2d\u0e04\u0e27\u0e32\u0e21\u0e40\u0e0a\u0e35\u0e48\u0e22\u0e27\u0e0a\u0e32\u0e0d\u0e2b\u0e25\u0e31\u0e01: \u0e17\u0e24\u0e29\u0e0e\u0e35\u0e41\u0e1a\u0e1a\u0e08\u0e33\u0e25\u0e2d\u0e07\u0e41\u0e25\u0e30\u0e2d\u0e31\u0e25\u0e01\u0e2d\u0e23\u0e34\u0e17\u0e36\u0e21\u0e01\u0e32\u0e23\u0e2b\u0e32\u0e04\u0e48\u0e32\u0e40\u0e2b\u0e21\u0e32\u0e30\u0e17\u0e35\u0e48\u0e2a\u0e38\u0e14, \u0e27\u0e34\u0e17\u0e22\u0e32\u0e01\u0e32\u0e23\u0e04\u0e2d\u0e21\u0e1e\u0e34\u0e27\u0e40\u0e15\u0e2d\u0e23\u0e4c\u0e41\u0e25\u0e30\u0e40\u0e17\u0e04\u0e42\u0e19\u0e42\u0e25\u0e22\u0e35\u0e2a\u0e32\u0e23\u0e2a\u0e19\u0e40\u0e17\u0e28, \u0e40\u0e01\u0e29\u0e15\u0e23\u0e41\u0e21\u0e48\u0e19\u0e22\u0e33\u0e41\u0e25\u0e30\u0e20\u0e39\u0e21\u0e34\u0e2a\u0e32\u0e23\u0e2a\u0e19\u0e40\u0e17\u0e28 (GIS), \u0e41\u0e25\u0e30\u0e1e\u0e25\u0e31\u0e07\u0e07\u0e32\u0e19\u0e2b\u0e21\u0e38\u0e19\u0e40\u0e27\u0e35\u0e22\u0e19<\/p>\n\n  <div class=\"theme-grid\" style=\"margin-bottom:14px;\">\n    <div class=\"theme-tag theme-1\">Model and Optimization Algorithm Theory<\/div>\n    <div class=\"theme-tag theme-2\">Computer Science and Information Technology<\/div>\n    <div class=\"theme-tag theme-3\">Precision Agriculture &amp; Spatial Analytics (GIS)<\/div>\n    <div class=\"theme-tag theme-4\">Renewable Energy<\/div>\n  <\/div>\n  <div class=\"theme-grid\" style=\"margin-bottom:36px;\">\n    <div class=\"people-col\">\n      <div class=\"people-card\"><img decoding=\"async\" class=\"pphoto\" src=\"data:image\/jpeg;base64,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\" alt=\"\u0e1c\u0e28.\u0e14\u0e23.\u0e22\u0e2d\u0e14\u0e18\u0e07 \u0e40\u0e21\u0e48\u0e19\u0e2a\u0e34\u0e19\"><div class=\"pname\">\u0e1c\u0e28.\u0e14\u0e23.\u0e22\u0e2d\u0e14\u0e18\u0e07 \u0e40\u0e21\u0e48\u0e19\u0e2a\u0e34\u0e19<\/div><div class=\"pfac\">\u0e27\u0e34\u0e17\u0e22\u0e32\u0e25\u0e31\u0e22\u0e1e\u0e25\u0e31\u0e07\u0e07\u0e32\u0e19\u0e17\u0e14\u0e41\u0e17\u0e19\u0e2f<\/div><div class=\"prole\">\u0e19\u0e31\u0e01\u0e27\u0e34\u0e08\u0e31\u0e22<\/div><\/div>\n    <\/div>\n  <\/div>\n\n  <h3 style=\"font-family:var(--serif); color:var(--navy); font-size:16px; margin:0 0 16px;\">Publication Metrics<\/h3>\n  <div class=\"metric-grid\">\n    <div class=\"metric-card\">\n      <h5>Collaboration profile<\/h5>\n      <div class=\"metric-row\"><span>International collaboration<\/span><b>23.4%<\/b><\/div>\n      <div class=\"metric-row\"><span>Only national collaboration<\/span><b>45.0%<\/b><\/div>\n      <div class=\"metric-row\"><span>Only institutional collaboration<\/span><b>29.7%<\/b><\/div>\n      <div class=\"metric-row\"><span>Single authorship (no collaboration)<\/span><b>1.8%<\/b><\/div>\n    <\/div>\n    <div class=\"metric-card\">\n      <h5>Subject area share (\u0e40\u0e14\u0e48\u0e19 5 \u0e2d\u0e31\u0e19\u0e14\u0e31\u0e1a\u0e41\u0e23\u0e01)<\/h5>\n      <div class=\"metric-row\"><span>Computer Science<\/span><b>50.5%<\/b><\/div>\n      <div class=\"metric-row\"><span>Mathematics<\/span><b>34.2%<\/b><\/div>\n      <div class=\"metric-row\"><span>Engineering<\/span><b>30.6%<\/b><\/div>\n      <div class=\"metric-row\"><span>Physics and Astronomy<\/span><b>9.9%<\/b><\/div>\n      <div class=\"metric-row\"><span>Agricultural and Biological Sciences<\/span><b>10.8%<\/b><\/div>\n    <\/div>\n  <\/div>\n<\/section>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-210c86f elementor-widget elementor-widget-html\" data-id=\"210c86f\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<section id=\"plan\" class=\"section-box\">\n  <div class=\"sec-head\"><div class=\"sec-num\">3<\/div><h2>\u0e41\u0e1c\u0e19\u0e01\u0e32\u0e23\u0e14\u0e33\u0e40\u0e19\u0e34\u0e19\u0e07\u0e32\u0e19\u0e41\u0e25\u0e30\u0e07\u0e1a\u0e1b\u0e23\u0e30\u0e21\u0e32\u0e13<\/h2><\/div>\n  <div class=\"sec-rule\"><\/div>\n  <p class=\"lede\">\u0e41\u0e1c\u0e19\u0e20\u0e32\u0e1e\u0e2a\u0e23\u0e38\u0e1b\u0e20\u0e32\u0e1e\u0e23\u0e27\u0e21 \u0e1b\u0e35 2569\u20132571 \u0e41\u0e25\u0e30\u0e17\u0e34\u0e28\u0e17\u0e32\u0e07\u0e01\u0e32\u0e23\u0e40\u0e15\u0e34\u0e1a\u0e42\u0e15\u0e02\u0e2d\u0e07\u0e01\u0e25\u0e38\u0e48\u0e21\u0e27\u0e34\u0e08\u0e31\u0e22\u0e08\u0e32\u0e01 Initiation \u0e2a\u0e39\u0e48 Maturity &amp; Legacy<\/p>\n\n  <div class=\"gantt-wrap\">\n    <table class=\"gantt\">\n      <thead>\n        <tr><th rowspan=\"1\">\u0e01\u0e34\u0e08\u0e01\u0e23\u0e23\u0e21<\/th><th colspan=\"12\">\u0e40\u0e14\u0e37\u0e2d\u0e19\u0e17\u0e35\u0e48 (\u0e15\u0e25\u0e2d\u0e14\u0e1b\u0e35)<\/th><\/tr>\n      <\/thead>\n      <tbody>\n        <tr><td>\u0e01\u0e34\u0e08\u0e01\u0e23\u0e23\u0e21\u0e17\u0e35\u0e48 1 \u0e01\u0e32\u0e23\u0e1e\u0e31\u0e12\u0e19\u0e32\u0e07\u0e32\u0e19\u0e27\u0e34\u0e08\u0e31\u0e22 \u0e01\u0e32\u0e23\u0e15\u0e35\u0e1e\u0e34\u0e21\u0e1e\u0e4c\u0e40\u0e1e\u0e37\u0e48\u0e2d\u0e40\u0e1c\u0e22\u0e41\u0e1e\u0e23\u0e48\u0e1c\u0e25\u0e07\u0e32\u0e19\u0e17\u0e32\u0e07\u0e27\u0e34\u0e0a\u0e32\u0e01\u0e32\u0e23 \u0e41\u0e25\u0e30\u0e01\u0e32\u0e23\u0e1a\u0e23\u0e34\u0e01\u0e32\u0e23\u0e27\u0e34\u0e0a\u0e32\u0e01\u0e32\u0e23<\/td><td colspan=\"12\" class=\"check\">\u2713 \u0e17\u0e38\u0e01\u0e40\u0e14\u0e37\u0e2d\u0e19<\/td><\/tr>\n        <tr><td>\u0e01\u0e34\u0e08\u0e01\u0e23\u0e23\u0e21\u0e17\u0e35\u0e48 2 \u0e01\u0e32\u0e23\u0e40\u0e02\u0e49\u0e32\u0e23\u0e48\u0e27\u0e21\u0e1b\u0e23\u0e30\u0e0a\u0e38\u0e21\u0e27\u0e34\u0e0a\u0e32\u0e01\u0e32\u0e23 (\u0e23\u0e30\u0e14\u0e31\u0e1a\u0e0a\u0e32\u0e15\u0e34\u0e41\u0e25\u0e30\u0e19\u0e32\u0e19\u0e32\u0e0a\u0e32\u0e15\u0e34)<\/td><td colspan=\"12\" class=\"check\">\u2713 \u0e17\u0e38\u0e01\u0e40\u0e14\u0e37\u0e2d\u0e19<\/td><\/tr>\n        <tr><td>\u0e01\u0e34\u0e08\u0e01\u0e23\u0e23\u0e21\u0e17\u0e35\u0e48 3 \u0e01\u0e32\u0e23\u0e40\u0e1b\u0e47\u0e19\u0e40\u0e08\u0e49\u0e32\u0e20\u0e32\u0e1e\u0e23\u0e48\u0e27\u0e21\u0e43\u0e19\u0e01\u0e32\u0e23\u0e1b\u0e23\u0e30\u0e0a\u0e38\u0e21\u0e27\u0e34\u0e0a\u0e32\u0e01\u0e32\u0e23 (\u0e23\u0e30\u0e14\u0e31\u0e1a\u0e19\u0e32\u0e19\u0e32\u0e0a\u0e32\u0e15\u0e34)<\/td><td colspan=\"12\" class=\"check\">\u2713 \u0e17\u0e38\u0e01\u0e40\u0e14\u0e37\u0e2d\u0e19<\/td><\/tr>\n        <tr><td>\u0e01\u0e34\u0e08\u0e01\u0e23\u0e23\u0e21\u0e17\u0e35\u0e48 4 \u0e01\u0e32\u0e23\u0e28\u0e36\u0e01\u0e29\u0e32\u0e14\u0e39\u0e07\u0e32\u0e19 \u0e2a\u0e23\u0e49\u0e32\u0e07\u0e04\u0e27\u0e32\u0e21\u0e23\u0e48\u0e27\u0e21\u0e21\u0e37\u0e2d\u0e17\u0e32\u0e07\u0e27\u0e34\u0e0a\u0e32\u0e01\u0e32\u0e23\/\u0e2b\u0e32\u0e17\u0e38\u0e19\u0e27\u0e34\u0e08\u0e31\u0e22<\/td><td colspan=\"12\" class=\"check\">\u2713 \u0e17\u0e38\u0e01\u0e40\u0e14\u0e37\u0e2d\u0e19<\/td><\/tr>\n        <tr><td>\u0e01\u0e34\u0e08\u0e01\u0e23\u0e23\u0e21\u0e17\u0e35\u0e48 5 \u0e01\u0e32\u0e23\u0e08\u0e31\u0e14\u0e2d\u0e1a\u0e23\u0e21\/\u0e2a\u0e31\u0e21\u0e21\u0e19\u0e32<\/td><td colspan=\"12\" class=\"check\">\u2713 \u0e17\u0e38\u0e01\u0e40\u0e14\u0e37\u0e2d\u0e19<\/td><\/tr>\n        <tr><td>\u0e01\u0e34\u0e08\u0e01\u0e23\u0e23\u0e21\u0e17\u0e35\u0e48 6 \u0e01\u0e32\u0e23\u0e1b\u0e23\u0e30\u0e0a\u0e32\u0e2a\u0e31\u0e21\u0e1e\u0e31\u0e19\u0e18\u0e4c\u0e41\u0e25\u0e30\u0e01\u0e32\u0e23\u0e1a\u0e23\u0e34\u0e2b\u0e32\u0e23\u0e08\u0e31\u0e14\u0e01\u0e32\u0e23\u0e02\u0e2d\u0e07\u0e2a\u0e16\u0e32\u0e19\u0e27\u0e34\u0e08\u0e31\u0e22<\/td><td colspan=\"12\" class=\"check\">\u2713 \u0e17\u0e38\u0e01\u0e40\u0e14\u0e37\u0e2d\u0e19<\/td><\/tr>\n      <\/tbody>\n    <\/table>\n  <\/div>\n\n  <div class=\"phase-row\">\n    <div class=\"phase\"><div class=\"pyear\">\u0e1b\u0e35 1 \u00b7 2569<\/div><div class=\"plabel\">Initiation &amp; Foundation<\/div><\/div>\n    <div class=\"phase\"><div class=\"pyear\">\u0e1b\u0e35 2 \u00b7 2570<\/div><div class=\"plabel\">Expansion<\/div><\/div>\n    <div class=\"phase\"><div class=\"pyear\">\u0e1b\u0e35 3 \u00b7 2571<\/div><div class=\"plabel\">Consolidation<\/div><\/div>\n    <div class=\"phase legacy\"><div class=\"pyear\" style=\"background:#3f8f3a;\">\u0e15\u0e48\u0e2d\u0e40\u0e19\u0e37\u0e48\u0e2d\u0e07<\/div><div class=\"plabel\">Maturity &amp; Legacy<\/div><\/div>\n  <\/div>\n\n  <h3 style=\"font-family:var(--serif); color:var(--navy); font-size:16px; margin:30px 0 16px;\">\u0e07\u0e1a\u0e1b\u0e23\u0e30\u0e21\u0e32\u0e13<\/h3>\n  <table class=\"budget\">\n    <thead><tr><th>\u0e23\u0e32\u0e22\u0e25\u0e30\u0e40\u0e2d\u0e35\u0e22\u0e14\u0e04\u0e48\u0e32\u0e43\u0e0a\u0e49\u0e08\u0e48\u0e32\u0e22<\/th><th class=\"num\">\u0e1b\u0e35 2569<\/th><th class=\"num\">\u0e1b\u0e35 2570<\/th><th class=\"num\">\u0e1b\u0e35 2571<\/th><\/tr><\/thead>\n    <tbody>\n      <tr class=\"cat\"><td colspan=\"4\">\u0e2b\u0e21\u0e27\u0e14\u0e04\u0e48\u0e32\u0e15\u0e2d\u0e1a\u0e41\u0e17\u0e19<\/td><\/tr>\n      <tr><td>\u0e04\u0e48\u0e32\u0e15\u0e2d\u0e1a\u0e41\u0e17\u0e19\u0e19\u0e34\u0e2a\u0e34\u0e15\u0e0a\u0e48\u0e27\u0e22\u0e1b\u0e0f\u0e34\u0e1a\u0e31\u0e15\u0e34\u0e07\u0e32\u0e19 (300 \u0e1a\u0e32\u0e17\/\u0e27\u0e31\u0e19 \u00d7 4 \u0e27\u0e31\u0e19 \u00d7 12 \u0e40\u0e14\u0e37\u0e2d\u0e19)<\/td><td class=\"num\">14,400<\/td><td class=\"num\">14,400<\/td><td class=\"num\">14,400<\/td><\/tr>\n      <tr class=\"cat\"><td colspan=\"4\">\u0e2b\u0e21\u0e27\u0e14\u0e04\u0e48\u0e32\u0e43\u0e0a\u0e49\u0e2a\u0e2d\u0e22<\/td><\/tr>\n      <tr><td>\u0e04\u0e48\u0e32\u0e18\u0e23\u0e23\u0e21\u0e40\u0e19\u0e35\u0e22\u0e21\u0e01\u0e32\u0e23\u0e15\u0e35\u0e1e\u0e34\u0e21\u0e1e\u0e4c\u0e1a\u0e17\u0e04\u0e27\u0e32\u0e21\u0e27\u0e34\u0e0a\u0e32\u0e01\u0e32\u0e23<\/td><td class=\"num\">375,000<\/td><td class=\"num\">425,000<\/td><td class=\"num\">500,000<\/td><\/tr>\n      <tr><td>\u0e04\u0e48\u0e32\u0e43\u0e0a\u0e49\u0e08\u0e48\u0e32\u0e22\u0e43\u0e19\u0e01\u0e32\u0e23\u0e40\u0e14\u0e34\u0e19\u0e17\u0e32\u0e07\u0e40\u0e1e\u0e37\u0e48\u0e2d\u0e19\u0e33\u0e40\u0e2a\u0e19\u0e2d\u0e1c\u0e25\u0e07\u0e32\u0e19\u0e27\u0e34\u0e08\u0e31\u0e22\/\u0e1d\u0e36\u0e01\u0e2d\u0e1a\u0e23\u0e21\/\u0e28\u0e36\u0e01\u0e29\u0e32\u0e14\u0e39\u0e07\u0e32\u0e19<\/td><td class=\"num\">225,000<\/td><td class=\"num\">255,000<\/td><td class=\"num\">300,000<\/td><\/tr>\n      <tr><td>\u0e04\u0e48\u0e32\u0e43\u0e0a\u0e49\u0e08\u0e48\u0e32\u0e22\u0e01\u0e32\u0e23\u0e28\u0e36\u0e01\u0e29\u0e32\u0e14\u0e39\u0e07\u0e32\u0e19 \u0e2a\u0e23\u0e49\u0e32\u0e07\u0e04\u0e27\u0e32\u0e21\u0e23\u0e48\u0e27\u0e21\u0e21\u0e37\u0e2d\u0e17\u0e32\u0e07\u0e27\u0e34\u0e0a\u0e32\u0e01\u0e32\u0e23\/\u0e2b\u0e32\u0e17\u0e38\u0e19\u0e27\u0e34\u0e08\u0e31\u0e22<\/td><td class=\"num\">50,000<\/td><td class=\"num\">60,000<\/td><td class=\"num\">70,000<\/td><\/tr>\n      <tr><td>\u0e04\u0e48\u0e32\u0e43\u0e0a\u0e49\u0e08\u0e48\u0e32\u0e22\u0e43\u0e19\u0e01\u0e32\u0e23\u0e40\u0e14\u0e34\u0e19\u0e17\u0e32\u0e07\u0e40\u0e1e\u0e37\u0e48\u0e2d\u0e40\u0e02\u0e49\u0e32\u0e23\u0e48\u0e27\u0e21\u0e1b\u0e23\u0e30\u0e0a\u0e38\u0e21\u0e41\u0e2a\u0e27\u0e07\u0e2b\u0e32\u0e04\u0e27\u0e32\u0e21\u0e23\u0e48\u0e27\u0e21\u0e21\u0e37\u0e2d<\/td><td class=\"num\">40,000<\/td><td class=\"num\">50,000<\/td><td class=\"num\">60,000<\/td><\/tr>\n      <tr><td>\u0e04\u0e48\u0e32\u0e43\u0e0a\u0e49\u0e08\u0e48\u0e32\u0e22\u0e43\u0e19\u0e01\u0e32\u0e23\u0e08\u0e31\u0e14\u0e1b\u0e23\u0e30\u0e0a\u0e38\u0e21 \u0e1b\u0e23\u0e30\u0e0a\u0e38\u0e21\u0e27\u0e34\u0e0a\u0e32\u0e01\u0e32\u0e23 \u0e41\u0e25\u0e30\u0e1d\u0e36\u0e01\u0e2d\u0e1a\u0e23\u0e21<\/td><td class=\"num\">30,000<\/td><td class=\"num\">30,000<\/td><td class=\"num\">50,000<\/td><\/tr>\n      <tr><td>\u0e04\u0e48\u0e32\u0e08\u0e49\u0e32\u0e07\u0e40\u0e2b\u0e21\u0e32\u0e1a\u0e23\u0e34\u0e01\u0e32\u0e23\u0e40\u0e1e\u0e37\u0e48\u0e2d\u0e1a\u0e23\u0e34\u0e2b\u0e32\u0e23\u0e08\u0e31\u0e14\u0e01\u0e32\u0e23\/\u0e14\u0e33\u0e40\u0e19\u0e34\u0e19\u0e01\u0e34\u0e08\u0e01\u0e23\u0e23\u0e21\u0e43\u0e19\u0e01\u0e25\u0e38\u0e48\u0e21\u0e27\u0e34\u0e08\u0e31\u0e22<\/td><td class=\"num\">15,600<\/td><td class=\"num\">15,600<\/td><td class=\"num\">20,000<\/td><\/tr>\n      <tr class=\"cat\"><td colspan=\"4\">\u0e2b\u0e21\u0e27\u0e14\u0e04\u0e48\u0e32\u0e27\u0e31\u0e2a\u0e14\u0e38 \u2014 \u0e44\u0e21\u0e48\u0e21\u0e35<\/td><\/tr>\n      <tr class=\"total\"><td>\u0e23\u0e27\u0e21<\/td><td class=\"num\">750,000<\/td><td class=\"num\">850,000<\/td><td class=\"num\">1,000,000<\/td><\/tr>\n    <\/tbody>\n  <\/table>\n\n  \n<\/section>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-59cb887 elementor-widget elementor-widget-html\" data-id=\"59cb887\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<section id=\"contact\" class=\"section-box\">\n  <div class=\"sec-head\"><div class=\"sec-num\">4<\/div><h2>\u0e15\u0e34\u0e14\u0e15\u0e48\u0e2d<\/h2><\/div>\n  <div class=\"sec-rule\"><\/div>\n  <div class=\"contact-grid\">\n    <div class=\"contact-card\">\n      <dl>\n        <dt>\u0e2b\u0e31\u0e27\u0e2b\u0e19\u0e49\u0e32\u0e42\u0e04\u0e23\u0e07\u0e01\u0e32\u0e23<\/dt>\n        <dd>\u0e28\u0e32\u0e2a\u0e15\u0e23\u0e32\u0e08\u0e32\u0e23\u0e22\u0e4c \u0e14\u0e23.\u0e19\u0e23\u0e34\u0e19\u0e17\u0e23\u0e4c \u0e40\u0e1e\u0e0a\u0e23\u0e4c\u0e42\u0e23\u0e08\u0e19\u0e4c<br>\u0e04\u0e13\u0e30\u0e27\u0e34\u0e17\u0e22\u0e32\u0e28\u0e32\u0e2a\u0e15\u0e23\u0e4c \u0e21\u0e2b\u0e32\u0e27\u0e34\u0e17\u0e22\u0e32\u0e25\u0e31\u0e22\u0e19\u0e40\u0e23\u0e28\u0e27\u0e23<br>Centre of Excellence in NRgO (Nonlinear Analysis and Optimization)<\/dd>\n        <dt>\u0e40\u0e01\u0e35\u0e48\u0e22\u0e27\u0e01\u0e31\u0e1a\u0e01\u0e25\u0e38\u0e48\u0e21\u0e27\u0e34\u0e08\u0e31\u0e22<\/dt>\n        <dd>\u0e01\u0e25\u0e38\u0e48\u0e21\u0e27\u0e34\u0e08\u0e31\u0e22\u0e14\u0e49\u0e32\u0e19\u0e01\u0e32\u0e23\u0e2b\u0e32\u0e04\u0e48\u0e32\u0e40\u0e2b\u0e21\u0e32\u0e30\u0e17\u0e35\u0e48\u0e2a\u0e38\u0e14\u0e41\u0e25\u0e30\u0e27\u0e34\u0e17\u0e22\u0e32\u0e28\u0e32\u0e2a\u0e15\u0e23\u0e4c\u0e01\u0e32\u0e23\u0e15\u0e31\u0e14\u0e2a\u0e34\u0e19\u0e43\u0e08<br>Optimization and Decision Science Research Group (ODSci-ResearchGroup)<\/dd>\n      <\/dl>\n    <\/div>\n  <\/div>\n<\/section>\n\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-687a9ae6 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"687a9ae6\" data-element_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-100 elementor-top-column elementor-element elementor-element-7fd7818d\" data-id=\"7fd7818d\" data-element_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-3b9cd72 elementor-widget elementor-widget-html\" data-id=\"3b9cd72\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<link rel=\"preconnect\" href=\"https:\/\/fonts.googleapis.com\">\n<link href=\"https:\/\/fonts.googleapis.com\/css2?family=IBM+Plex+Sans+Thai:wght@400;500;600;700&family=Noto+Serif+Thai:wght@600;700&display=swap\" rel=\"stylesheet\">\n<style>\n  :root{\n    --orange-deep:#c1530f;\n    --orange:#f0813a;\n    --orange-light:#f7b98a;\n    --orange-pale:#fef1e6;\n    --navy:#2b3a6b;\n    --navy-light:#5d6fa8;\n    --paper:#ffffff;\n    --bg:#fff8f3;\n    --ink:#2a221c;\n    --line:#f3ddc9;\n    --serif:'Noto Serif Thai', serif;\n    --serif:'Noto Serif Thai', serif;\n    --sans:'IBM Plex Sans Thai', sans-serif;\n  }\n  *{box-sizing:border-box;}\n  html{scroll-behavior:smooth;}\n  body{margin:0; background:var(--bg); color:var(--ink); font-family:var(--sans); line-height:1.7; font-size:14px;}\n  a{text-decoration:none; color:inherit;}\n  img{max-width:100%; display:block;}\n\n  .util-bar{background:var(--orange-deep); color:#fde6d3; font-size:13px;}\n  .util-wrap{max-width:100%; margin:0 auto; padding:8px 24px; display:flex; justify-content:space-between; align-items:center; flex-wrap:wrap; gap:8px;}\n  .util-wrap a{color:#fde6d3;}\n  .util-links{display:flex; gap:18px;}\n\n  header{background:var(--paper); border-bottom:3px solid var(--navy); position:sticky; top:0; z-index:60; box-shadow:0 2px 10px rgba(193,83,15,0.08);}\n  .nav-wrap{max-width:100%; margin:0 auto; padding:14px 24px; display:flex; align-items:center; justify-content:space-between; gap:24px;}\n  .brand{display:flex; align-items:center; gap:12px;}\n  .brand-mark{width:46px; height:46px; border-radius:50%; background:var(--orange); color:#fff; display:flex; align-items:center; justify-content:center; font-family:var(--serif); font-weight:700; font-size:14px; flex-shrink:0;}\n  .brand-text .t1{font-family:var(--serif); font-weight:700; font-size:16px; color:var(--orange-deep); line-height:1.3;}\n  .brand-text .t2{font-size:12px; color:#8a6a52;}\n  nav ul{display:flex; gap:28px; list-style:none; margin:0; padding:0; font-size:13.5px; font-weight:600;}\n  nav a{position:relative; padding:6px 2px; color:var(--ink);}\n  nav a::after{content:\"\"; position:absolute; left:0; right:0; bottom:-2px; height:3px; background:var(--navy); transform:scaleX(0); transform-origin:left; transition:transform .25s ease; border-radius:2px;}\n  nav a:hover{color:var(--orange-deep);}\n  nav a:hover::after{transform:scaleX(1);}\n  @media (max-width:900px){\n    .nav-wrap{flex-wrap:wrap; padding:12px 18px 0;}\n    nav{position:static; width:100%; order:3; margin:10px -18px 0; padding:0 18px; border-top:1px solid var(--line);}\n    nav ul{width:100%; flex-wrap:nowrap; overflow-x:auto; -webkit-overflow-scrolling:touch; padding:10px 0 12px; gap:20px;}\n    nav ul li{flex:0 0 auto; white-space:nowrap;}\n  }\n\n  .hero{background:linear-gradient(135deg, var(--navy), var(--orange-deep)); color:#fff; padding:60px 24px 52px;}\n  .hero-inner{max-width:100%; margin:0 auto; display:grid; grid-template-columns:1.4fr 1fr; gap:40px; align-items:center;}\n  .hero-tag{display:inline-block; font-size:12px; font-weight:700; letter-spacing:.05em; background:var(--orange); color:#fff; padding:5px 14px; border-radius:20px; margin-bottom:16px;}\n  .hero h1{font-family:var(--serif); font-weight:700; font-size:clamp(22px,3vw,30px); margin:0 0 14px; line-height:1.5;}\n  .hero p{font-size:14.5px; color:#fde6d3; max-width:560px; margin:0 0 4px;}\n  .hero-vision{background:rgba(255,255,255,0.12); border:1px solid rgba(255,255,255,.28); border-radius:10px; padding:16px 18px; margin-top:16px; font-size:13px; font-style:italic; color:#fff7ef;}\n  .hero-stats{display:grid; grid-template-columns:1fr 1fr; gap:14px;}\n  .stat-box{background:rgba(255,255,255,0.12); border:1px solid rgba(255,255,255,0.28); border-radius:8px; padding:16px; text-align:center;}\n  .stat-box .num{font-family:var(--serif); font-weight:700; font-size:22px; color:var(--orange-light);}\n  .stat-box .lbl{font-size:11px; color:#fde6d3; margin-top:4px;}\n  @media (max-width:840px){ .hero-inner{grid-template-columns:1fr;} }\n\n  section{max-width:100%; margin:0 auto; padding:60px 24px; scroll-margin-top:84px;}\n  .section-box{border:1px solid var(--line); border-radius:18px; margin:0 16px 32px; padding:46px 32px; box-shadow:0 4px 18px rgba(193,83,15,0.06); background:var(--paper);}\n  @media (max-width:640px){ .section-box{margin:0 8px 24px; padding:30px 18px;} }\n  .sec-head{display:flex; align-items:center; gap:14px; margin-bottom:8px;}\n  .sec-num{font-family:var(--serif); font-weight:700; font-size:14px; color:#fff; background:var(--orange); width:34px; height:34px; border-radius:50%; display:flex; align-items:center; justify-content:center; flex-shrink:0;}\n  h2{font-family:var(--serif); font-weight:700; font-size:clamp(20px,2.8vw,26px); margin:0; color:var(--orange-deep);}\n  .sec-rule{height:3px; width:60px; background:var(--navy); margin:14px 0 28px; border-radius:2px;}\n  .lede{color:#5a4734; font-size:14.5px; max-width:780px; margin:0 0 32px;}\n\n  \/* significance two-card *\/\n  .reason-grid{display:grid; grid-template-columns:1fr 1fr; gap:22px; margin-bottom:36px;}\n  @media (max-width:840px){ .reason-grid{grid-template-columns:1fr;} }\n  .reason-card{background:#f4f4f4; border-radius:12px; padding:26px; position:relative;}\n  .reason-card::before{content:\"\"; position:absolute; top:-14px; left:30px; width:28px; height:28px; border-radius:50%; background:var(--orange-light); box-shadow:0 4px 8px rgba(0,0,0,.12);}\n  .reason-card.alt{background:var(--orange-pale);}\n  .reason-card p{margin:0; font-size:13.5px; color:#4a3b2c;}\n  .reason-card ul{margin:8px 0 0; padding-left:20px;}\n\n  \/* flow ribbons *\/\n  .ribbon-row{display:flex; gap:6px; margin-bottom:30px; flex-wrap:wrap;}\n  .ribbon{flex:1; min-width:160px; position:relative; padding:16px 26px 16px 36px; color:#fff; font-weight:700; font-family:var(--serif); font-size:16px;\n    clip-path:polygon(0 0, 88% 0, 100% 50%, 88% 100%, 0 100%, 10% 50%);\n  }\n  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font-size:12px; font-weight:700; margin-bottom:6px;}\n  .phase .plabel{font-weight:700; font-size:13px; color:var(--navy);}\n  .phase.legacy .plabel{color:#3f8f3a;}\n\n  \/* budget table *\/\n  table.budget{width:100%; border-collapse:collapse; font-size:13px; margin-bottom:10px;}\n  table.budget th{background:var(--navy); color:#fff; padding:10px 14px; text-align:left; font-size:12.5px;}\n  table.budget td{padding:10px 14px; border-bottom:1px solid var(--line);}\n  table.budget tr.cat td{font-weight:700; background:var(--orange-pale); color:var(--orange-deep);}\n  table.budget tr.total td{font-weight:700; background:#f4f4f4;}\n  table.budget td.num{text-align:right; white-space:nowrap;}\n\n  \/* output table *\/\n  table.outputs{width:100%; border-collapse:collapse; font-size:13px; margin-bottom:30px;}\n  table.outputs th{background:var(--orange); color:#fff; padding:10px 14px; text-align:left;}\n  table.outputs td{padding:10px 14px; border-bottom:1px solid var(--line);}\n  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