Xử lý ảnh số - Nâng cao chất lượng ảnh part 7 doc

Xử ảnhnâng cao chất lượng ảnh trong miền không gian

Xử lý ảnh và nâng cao chất lượng ảnh trong miền không gian
... MỤC HÌNH ẢNH 4 PHẦN MỞ ĐẦU 6 CHƢƠNG I. KHÁI QUÁT VỀ XỬ LÝ ẢNH VÀ NÂNG CAO CHẤT LƢỢNG ẢNH TRONG MIỀN KHÔNG GIAN 7 1.1. Khái quát về xử ảnh 7 1.1.1. Xử ảnh là gì 7 1.1.2. Một số vấn đề ... XỬ LÝ ẢNH VÀ NÂNG CAO CHẤT LƢỢNG ẢNH TRONG MIỀN KHÔNG GIAN 1.1. Khái quát về xử ảnh 1.1.1. Xử ảnh là gì Quá trình xử ảnh được xem như là quá trình thao tác ảnh đầu vào nhằm cho ... c2, , cn). Do đó, ảnh trong xử ảnh có thể xem như ảnh n chiều. Sơ đồ tổng quát của một hệ thống xử ảnh: Hình 1.2. Các bước cơ bản trong một hệ thống xử ảnh Đồ án tốt nghiệp...
  • 58
  • 989
  • 1

Báo cáo: Lab xử tiếng nói : NÂNG CAO CHẤT LƯỢNG TIẾNG NÓI

Báo cáo: Lab xử lý tiếng nói : NÂNG CAO CHẤT LƯỢNG TIẾNG NÓI
... x? ti?ng nói Nâng cao chất lượng tiếng nói liên quan đến việc cải thiện cảm nhận đối với tiếng nóibị suy giảm chất lượng do sự có mặt của nhiễu trong tiếng nói. Mục đích của nâng cao chất lượng ... toán nâng cao chất lượng tiếng nói là ta không có tínhiệu trước tín hiệu sạch s[n] nên ta không thể biết phổ của nó. Do đó ta không thể tínhđược priSNR mà trong các hệ thống nâng cao chất lượng ... priSNR là tham số rất cần thiết để ước lượng tín hiệu sạch. Trong các hệ thống nâng cao chất lượng giọngnói có thể ước lượng được priSNR và postSNR bằng cách cho các thông số thích hợp vàocác...
  • 13
  • 385
  • 0

Xử nâng cao chất lượng ảnh

Xử lý và nâng cao chất lượng ảnh
... chọn bằng 2.Nhập môn xử ảnh số - ĐHBK Hà nội 76 Chơng Bốn: xử nâng cao chất lợng ảnh 4 xử nâng cao chất lợng ảnh image enhancement Nâng cao chất lợng ảnh là một bớc quan ... Bốn: xử nâng cao chất lợng ảnh a )ảnh gốc (chuyển đổi từ ảnh màu sang ảnh mức xám)b) ảnh qua lọc trung bìnhNhập môn xử ảnh số - ĐHBK Hà nội 83 Chơng Bốn: xử nâng cao chất lợng ảnh ... a )ảnh màu cùng với lợc đồ xám. Chỉ số màu cao nhất:243.Nhập môn xử ảnh số - ĐHBK Hà nội 78 Chơng Bốn: xử nâng cao chất lợng ảnh 2.3 97 0.1 57 -0 .033 -0 .005 a = 2.415 b = 0.194 c = -0 .040...
  • 26
  • 951
  • 7

XỬ NÂNG CAO CHẤT LƯỢNG ẢNH

XỬ LÝ VÀ NÂNG CAO CHẤT LƯỢNG ẢNH
... từ ảnh màu sang ảnh mức xám)b) Ảnh qua lọc trung bìnhNhập môn xử ảnh số - ĐHBK Hà nội 9 Obj120Obj121Chương Bốn: XỬ LÝ VÀ NÂNG CAO CHẤT LƯỢNG ẢNH a) Ảnh nguồn cùng lược đồ xám. Chỉ số ... kn = in - 2 in-1 với in cho ở bảng trên.4.1.1.6 Trừ ảnh Nhập môn xử ảnh số - ĐHBK Hà nội 5 Chương Bốn: XỬ LÝ VÀ NÂNG CAO CHẤT LƯỢNG ẢNH w(x,y) = h(m,n;k,l)u(k,l) ( 4-3 0) η(x,y) ... bởi 4-1 6 đến 4-1 8 có thể thành một xấp xỉ rời rạc:v(x,y) = g[w(x,y) + η(x,y) ( 4-2 9)Nhập môn xử ảnh số - ĐHBK Hà nội 19 Obj129Obj130Obj131Chương Bốn: XỬ LÝ VÀ NÂNG CAO CHẤT LƯỢNG ẢNH Các...
  • 27
  • 2,130
  • 13

XỬ NÂNG CAO CHẤT LƯỢNG ẢNH IMAGE ENHANCEMENT

XỬ lý và NÂNG CAO CHẤT LƯỢNG ẢNH IMAGE ENHANCEMENT
... Chương Bốn: XỬ LÝ VÀ NÂNG CAO CHẤT LƯỢNG ẢNH 4 XỬ LÝ VÀ NÂNG CAO CHẤT LƯỢNG ẢNH IMAGE ENHANCEMENT Nâng cao chất lượng ảnh là một bước quan trọng, tạo tiền đề cho xử ảnh. Mục đích chính ... biến đổi f(x) = L - x). Chỉ số màu cao nhất:12 Hình 4.6 ảnh gốc và ảnh âm bảnNhËp m«n xö ¶nh sè - §HBK Hµ néi 80 Chương Bốn: XỬ LÝ VÀ NÂNG CAO CHẤT LƯỢNG ẢNH Nhìn chung 4-3 7 là rất khó giải ... hình hoá Trơn ảnh lược đồHình 4.1. Các kỹ thuật cải thiện ảnh NhËp m«n xö ¶nh sè - §HBK Hµ néi 75 Chương Bốn: XỬ LÝ VÀ NÂNG CAO CHẤT LƯỢNG ẢNH với máy ảnh =-1 ) ta có v(x,y) = -log w + αη1(x,y)...
  • 37
  • 564
  • 2

Bài Giảng Xử Ảnh_Chương 3: Xử Nâng Cao Chất Lượng ảnh.

Bài Giảng Xử Lý Ảnh_Chương 3: Xử Lý Nâng Cao Chất Lượng ảnh.
... giảm nhiễu khi biết Chương 3: Xử Nâng Cao Chất Lượng Ảnh 78 gây ra biến dạng ảnh. Các nguyên nhân biến dạng thường do: o Do camera, ñầu thu ảnh chất lượng kém. o Do môi trường, ... hình). Từ bản Chương 3: Xử Nâng Cao Chất Lượng Ảnh 57 b) Nhân biểu ñồ xám tích lũy cho hệ số tỉ lệ L-1 / N rồi làm tròn số c) Với mỗi giá trị ñộ sáng của ảnh gốc, giá trị mới ở vị ... gần nhất  BL - song tuyến (Bi-linear) Hình 3. 37 Nội suy dựa theo phép song tuyến Chương 3: Xử Nâng Cao Chất Lượng Ảnh 76 niệm biến ñổi hình học của một ảnh bởi một phần...
  • 45
  • 482
  • 3

CHƯƠNG 4: XỬ NÂNG CAO CHẤT LƯỢNG ẢNH pdf

CHƯƠNG 4: XỬ LÝ NÂNG CAO CHẤT LƯỢNG ẢNH pdf
... 5 6 2 5 7 0 1 2 7 0 0 0 34 5 2 4 5 6 7 0 32 1 6 3 4 5 6 2 7 3 6 2 5 3 7 0 3 1 7 5 4 3 7 4 2 1 02 5 2 1 0 0 7 4 35 4 3 6 1 5 6 7 30 3 1 5 4 0 6 4 45 4 6 7 3 2 1 5 20 7 6 5 0 7 7 7 43 2 ... trong xử ảnh nhằm hoàn thiện một số đặc tính của ảnh. Nâng cao chất lượng ảnh gồm hai công đoạn khác nhau: tăng cường ảnh và khôi phục ảnh. Tăng cường ảnh nhằm hoàn thiện các đặc tính của ảnh ... src="data:image/png;base64,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 /7/ 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 77/ 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 /76 m2++OTo6CjMjngACBwAA8LlUVRXuoHl9fX15efn27dswzN/tdmez2XQ6raoqhIyqqkKYGAwGP/30U1mW4WuvrFIAACAASURBVJvh4VYUVVWNRqOzs7Mffvjh22+//f 777 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 777 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 774 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 /77 o6Ojo6Oj3d3dcHfhh+vG+mdDUKiqamdnpyzL8PQOD1ar1WAwmE6n4b6z7Xa70+mEZ+yv2Cc1n8+Hw+H19XVVVfv7+/1+Pww9HRwchCd5eLPlchluS5RlWdiJ45kvcAAAAJ8xcEwmk3Abi1artbOz0+/3Q+D4xVn68L3rsiy73e7Ozs7+/v7R0dHOzk6YyV+/WavVOjw8fPHiRbjp7GAwWH9Pfm9v71N9I53UhS0q+/v7T58+HY/Hk8lkPB5/++23L168CLMPYaPHlgEi1IrwPvM8D7clDtNDi8Ui3NW40WiEJ+HBwUHY2PIrJokWi8Xt7e3bt2/zPD8+Pm42m8+ePXvy5MkHd3sJg07n5+fhLstuiixw/G5UlgAAgAgtl8vxeBwCR1EU68DR6XR+8apvHTj6/f7BwUG4N0q4ycX9tw8THOEMhfPz83CnzHA/i5BRrDzheRISw9OnT5fL5dnZ2eXl5fn5ebijyuHhYUgS 27/ DcFOeZrPZ6XR2d3cXi8V8Ph+Px5eXl9fX12Gao9FohHM9Qoz4FXtG1rccCh95v98/PT09Pj4O94L9OHAcHR0dHx+H 57/ AIXAAAACfRdiicnNzs1wuw3R9OPHxg6u+1Wq1WCzKshyPx7PZbLFYhC0qx8fHu7u7rVarqqr1/S9C6QjnRO7fKcvyzZs38/k8y7Jwg4xwIepL8AiFQ2qn0+k6e+3u7pZlOZvNbm5uwtPs+vp6Z2dnb2/v/tkuD1uffBGefuFpHH7tZDLZ2dlZLBb 374 s8Go3Cm7VarfAy/PLagY75fD4YDC4uLvI 87/ f7h4eHYXYjDDFVVRUOExkMBoPB4Pr6utfrhUNABA6BAwAA+FyWy+VkMrm9vV2tVmFnSq/X+/h6MrzZaDQaDAbj8XixWBRFsbe3d3h4GC7eyrIcDofj8ThcUoabR4SRkNPT07IsLy8v//a3v52fn7daraOjo0aj0el0BI7HaTqdvn 379 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 37+ XJAnVLEa0dDodChwvFhT5iGuBwDEej3/88cderycyOGHwMQwjDMNut+t53ibBnHjbJEmGw2G/3y+KYsPtwZ++7zebTdM0N3RYOI6zs7ODW+bk5KTX681msziOgyBwXTcMw6qqYO7ARb7elkWNgwIHIYQQQgght9cq6/CAbAhmnWBOCka9ep7n +76 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 /73 f/83TByGYezt7e3v7+/s7EiSZNv289t3ChyEEEIIIYRIj+jgWK1WRVHEcTwYDD58+DAej/HzIAg6nU4YhkmSzOfzOI6TJIHS4XkeyvUr3xACRxRF5+fn79+ /73 a7tm2HYfiibAsiCxaL0r1eT1EUx3EgDKmqymuYkPWnEASOH 374 4d///d+LopAkybKs3/3ud4vFAsaxZ7njFDgIIYQQQgh5nIoCzSmTyaTX6/X7/aIogiBwXRcvcBwnDEPf9y3Lsm17PB7P5/N+v2+aZrfbnc/ntVrNNE0hW+Dd8jw/Pz8/Ozsbj8dpmrqu63lerVbTNO1FCRwwa+AQwb0ym81+/fXXKIqazWaj0TAMg70q5Fmy3kO34WxpqH6 +77 958+bf/u3fhsPheDxeLpe2bVuWZZrmc53fRIGDEEIIIYSQRwDGjaIoRqPR8fHxx48fW61Wq9USAodpmo7jWJaFhA5FUT5+/AiBYzKZxHEsy7Ku6+INy7KEE+TTp09/+9vf4jhuNpvNZrNer9u2rev6ywngQMFmGIYsy5Zl1Wo1XdejKBqPx4PBAGUbTBwUOMizBF0nuMJvveuRJKppWr1e/ /77 723bfv/+/bt 378 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 379 /v7e0dHR3t7Oy02+0wDA3DeMlDQyBwWJYFn8VgMICuVFVVGIYPf38sdAvtiRc2+SYPkyzLZrMZZi2VZdlsNg3D0HX9HgLHfD6fz+dRFMVxXFUVQo4pcBBCCCGEEPI8QSbf/TI7UW8gU2M2m52fnyMVot1ue553uZcE9fNisVgsFpqmYSqKbdumacI0vlqt8jxP0xRlSZqmGLOyt7fnuu66JeRlommapmmGYWRZBg//fD4fj8eu68ZxnGXZ5k7+62pC9A3VajW8FW+QZ4Do/AKyLKuq+s0niYinB2YwLZdL/B1PgKIoyrIUisaG81MuCxxxHGM0rGVZyOjFc4ktKoQQQgghhDxDdUNVVayO3q8qRnGCeNGTk5MgCDqdjud514kRmI2SpmmtVtvd3e10Or7vCwdHURRJkmAorK7r9Xrd932IIBgjwlOGs1ar1er1epqm5+fnZVnChz+bzVDC3VvgKMsyTdMsy2RZfniiB3kiiCnOaNlAoO9TGJUKJxcUjSzLFotFURQwEKmqihAfRVFc18XwoDtd2NBK5vO5qqqtVqtWqzUaDcyifq5PEgochBBCCCGEAoeq67qu6/dbrocpI8uy0Wh0cnKCZVgUJFdWI0VRzOfzLMssy9rd3e12uxA4UHWg1WU0GqVpqmlaEAS +72 PwASMh1s8aCtQsywzDgCoxn8+n06kkSTibDxE44jg2DMO2bR7qZyNwQN2I4ziKItxuIgD4WwFfCXwWURRFUZSmaZIkUDQ8zzM/g0v6rrOTRIsKBA7MmabAQQghhBBCXnptAOP0YrFAUwB+LuaeXpg3gUXIsiy1z6AH5Kl9pRbeb0wZuJ98gPqkKIosy+I4ns1m9XodtRPWh8uyvHAw8cqiKGzb3tvbg91DFOSLxSKKovPz8yzLFEUJggD2jVqtdvNeYIEaAZkQWS4oAoZhrOd3fNvTsW7OF/58bPb6rBlcZmg5WW8jkmUZhR+SFxVFKcsySZLJZKLr+kOECZzNNE0x3eYev 475 F6IbAtssbhZx2Nd3fLVaaZq2LrFte/0pdl/sIM61oig4m/gJAmgefaJHtQY+CE1hsG/AniOeY7e+z4XTKn4ofR6NhG6XTRqaxC9eOD5ZlkHaQOgGrmH86TjOva9nOMtms1lVVVBRLcsqyxJpozgdQDyo1yewbKnAQQ34KVPxEBBCCCHkm4OVzzRNe71ev9+fz+f4eb1ex6pgrVbDcjrKicFg8OnTp8Fg0Gq1Wq1WEAR4wRMUOCBP3KOOXQdrpHEc67qOAwJ1A5LQhTfH/Nc4jpfLpeM4ruu2Wi0UMNieLMv6/f 779 +81TfN9PwgC0zRvLpxw2KMomkwm0+kU4R2LxWL9NbquHxwcHBwceJ73FKafCmkjSRIkIM5ms9lstlgsEIIoikDP8+BhQe/JhUMBG3+j0YCbYzAYWJZVr9e/1X6laTocDgeDQZIkiFEwTdMwjCAI2u12p9OB3oEdh+sEEy5arVa73Q6C4HmsrkPyS5IEpzVJkqIoiqKwLAvmJgSd2Lbd6XS63e7jZp1A0SjLsiiKPM/zPBd6hyzLjuNYlrVJ/9F64u9wOBwOh3hDIY7UajXXdV3XDcMQE442eeagc0RMSIF0gg3DFGRd1z3Pw38+5MiUZRlFUa/X03UdrS7T6RQPJegpmKjiOE4YhiIUeauzdengIIQQQgght39Lxtr4+/fv/ /73 v/f7ffz84ODg7du3cBlg8RkV6WAw+J//+Z+ffvrp7du3b9++FZXAU9uv9dDBh2gcRVFEUYR1Vwgcruui3k7T9LKDQ0xGCMMQERuWZYntEQJHvV5H7XRzooTYC4yVPT4+7vf7/X4/TdP1l1mW9a//+q9BEKDOeSICBxaTe73e+fn56enp6elpmqaoFWVZRo26u7u7u7vbbrclSbo8QUbTNNu2G40GKs/BYBCG4YVj/pUFjtPT03fv3o1Go/F4nCSJ67qO4xwcHMiyDCEG/gUkrfT7/V6v1+v1fvOb35im6XmeJEnPQOOAEWk8Hp+dnZ2cnIzHY4iA9XodOg70nTAMFUVpt9tfQuCAVQoSEhwKiN7APbWhwAGVZDQavX///v 379 9iLoijwAt/3O51Ou90+OjqyLGsTgUNE9qAhBQIHbCyu68IPous6/FbY7Iechdls1uv1giCwLEtRlMlkcnZ2hlze8Xjs+34Yhtj+Wq2Gj6PAQQghhBBCnrnA08jM6QAAIABJREFUkabpdDr98OHDf/3Xf/36669Yh/z 973 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 +77 969aqqqnq9bhjGrSEXEBqSJLlft4hhGCgPsCS7ub8a41rjOK6qCuu69xsLmuf5dDqdzWaO42CkK0pWHBBR9qCwR0WBwyUCNVHSrAsc+CfDMDBA4YadEoMS0O8wHA6Pjo7evHkjcij6/f7p6Wme 577 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 274 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 372 9/+9v79ezH1Bv96a/EsdCthxrnHVbGehXFZ4EBzEGwLyCvpdDoXBA4xFKYsy1qthkkTj1j5r+sOV+5mURQ4CFA31rdNSDkoQW8uO3EZiPhbLJhfEDjOz88VRUEGJLw/2ytwzOfzXq83m808z8MsVYTa4grHlY/pOZPJZDQaCYHjTiGjwgaSZZmYSgMnCG5nSCqPeLXgDELgWK1WkKVw14dhCC/G5gLE+uwky7JwTCATI90Wtw/69dYjae6hNw2Hw7Ism80menbWDwuUViSkwpEknCNb2iS1LnBstwWFEEIIIYR8ZfBtGKYAuBjgEi+KAuvzi8VCdNpv8o35Qob/PeItsah+qxtCRHjCJS6SEUQEhtjBTT4XMYfT6bSqqiAILMvCIvx1+yuKCpQu+BNbvj6A5kKfxXV9H1iDxVgHhIkKW/4vv/yC0zEej/v9vvR5ifvmvcNhNE1T1OF3PQs3pznCwTGbzXAE0NTj +77 ruqqqiq4QqBsogNEdYNv2zQM4L5jtLxzGK69eVK1X7mae5xieUvvMlQLHrcodLircKTiq6ErA1AxJkjASGLqG7/s3hzg8WXDYYc0YDodJkrRarf39/Xa7va5MQQ1E8AT0UKg/t/avXfeh0pobQmTQSp8bxxAxu3413ukjhMEBFypSh5rNJrIt+v1+HMetVgsdJRgEcyc5UpIksbViHAwiMxBmpCgKLg+EfSyXSzzfhA 573 e7gEYdH8Xw+x1tddnCIqbqIvMF1jjTfR5SHvpXAQQghhBBCyN0QI2DxPbssSzjG4ziez+f40o+5Hpt8XUZLAsaaXBjIsgmYRolqCqX+lS9TVbVer+/v72O8i67rCMJA5l8QBHcd0ol11+FwiJEQGAh6gxMEFX4cx9iS1WqF+FXR1iFc4qLQvUFrwJr5dDqVJAmGFDFzdGdn5/vvv0c4yPv 376 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 /71 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 /73 f7+fhAE3zzoAWMv6vV6VVWj0ejk5ARDdvf29o6OjhCqisGfN0/bvQAcHBje2el0Go0GeoWemsDRaDTq9Xq9Xm+323Bw3CxP5Hk+HA4/fPgQx3GSJFj2x72GyR1Ydf/mO7gucHQ6HQxP7fV6Ozs7GPl8cHAAvwnCICBIIYDjCwkcUGDhhMK9sFwuJ5MJTDEiJfTKnCAhcIjpsycnJ/1+X9xcYRhC1b2HwJHn+XQ6PTs7Oz8/v+u9U1WVbdu2bd8scEBGxLFFru3p6enZ2RkUUtM0v/vuu++++87zvG63iy45NKdIX9FD96UFDkIIIYQQQu5WQqBmC4IAAxS73S6aI765TeCuOwKZQ9M0TFjYpNZarVZpmk4mE0wS7XQ6sI7btr3eWwFXvOM4ogr1fR/NBUheuPBZ640zjuM0m02EU0RRhPm7SCsQzReotV69enXdNrfb7cPDw93d3TAM79T08eUEDoyz7Xa7R0dHtVoNhpdms1mv1z3PE8fh9evXWZY1Go1utwtnx+V9RPQG2ouwQI0gyYc7OLCdq9XqUSIJVFWF8rJcLoMgqNfraNy4bgvRIoHg1TzPl8slTD2Q1aB0LJfLp9NQINSEer2+v78vSRKcRIjRDYIAE2EVRel2u2/evEG3BaSuL9EZAZVQ3N2iN8SyLExXERaMK1UwNP4YhtFqtX7zm99cSEjB/CNcmZjy6zjOhikqOFB4Jmw+Qnv9mbCJfIyNt20bhhoMslFVFaE2pmnu7u52Op1Wq4WEju2SpClwEEIIIYSQL6ILwKTQaDTQF4BgUagbW7c7siybpum6LiYs3Pp6NLePRqOiKCzL8n3fcRyMcdF1HXMoUWVpmuZ5nsjLFLNRbk6IUFUV1hjM1IzjeD6fz+fzJEnWUxs0Tdvb2/uXf/mXN2/eXPk+ruvu7Oy0Wi2URt++8NA0XCSvX782TXM2m5mmif4FWBvwMqyHo3TsdruNRgOzby8LHGgUms1mCJK0bdv3/YcLHAjywEiOhztBVFUNggBltvWZGzYP8hlOOkQWy7JUVc3zHE1PuK5wFT2F200kYoZhuFqtPM/b29ubzWau6+K0YpCHruuHh4cYzww9sd1uQ /77 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 375 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 571 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 97/ /HT/f2dl5+/YtDBqe513+rTiOe71eFEUweiyXy60Td549q9UqjuPBYPDhw4e///3vP/zwQ57nkiTZti1JUrvdDoJAUZRnUD9vFxA4/uM//gOn4zJv 377 Fo0/TNM/znsGdxSuMEEIIIYS8aNA3AeHgOiP3NyHP8zzPkyQZDoej0ShNU03TdF2H1X9Lj7aiKKZpuq7reR56GZIkKYpitVqhh+Xyr8iyrKoqPAJpmi6XSxwHoKoqr+GngKqquq4bhoHzUhRFURToLaqqisaNez+dcFPgAN71MGqaZtt2EARRFKVpmuf5arVaLpe6rtu2bds2mlMMw9A07XmcIwochBBCCCGEVUR1Q4H9rUjTdDAYjEaj6XQ6nU5lWW40Go1GIwiCbVxoxQK+LMt7e3t/+tOfgiD4+PHjp0+fPM9zXdd13VqtdlmtkGW5VqsFQbBcLqfT6Ww2K4oClZjneZ7nUeB4IifXcZxWqwWTjqqq4/F4NputVivf923bfk4l9Nd/NFVVhfiSux5Az/Pevn0ry/LZ2Vmv1xuNRpBNPc/b29vb3d3d3d3d2dnpdDqu6z4Pfw0FDkIIIYQQwiri/wkcT2qrkiTp9/ufPn3KsixJEsdxdF1vNptb6iSHEUNRlL29Pd/3O52OaZppmkKncF3XNM0r1YparVav18uyHI1Gw+EwSRJFUVDv1Wq1Wq3GC/gpCBy2beu6DhXDsqzz8/Pz8/M0TX3fR3bs9tqOvu2jCU8nSZLuoeVB4Oh2u+/evfvpp590XY/jOI7jVqv129/+9o9//KPv+5AXn40ZigIHIYQQQgghTwh4yMuynM/n4/F4NBph5bZWqzmO4/v+lU6HrRA4ZFmuqgo1lSzLHz58QDuDZVme513n4DAMw3XdLMtqtZqiKEVRwM8Cmz1kkXuP54Bn5yFdAAQHDRGw6CTK83yxWJRlmSQJ9Dimb2x4NeL2F8YNdPeIe+eubwgFsN1uZ1mGcSqKoui63m639/f3v/vuu1qthoavZ3MMeZ0RQgghhBDyhCjLEqusk8kEkRNhGAZB0Gq1wjDUdX3bZ20uFos8z+fzeRRFURQZhqGq6g0ODoQ7uK7b7XZXq9VsNkvT9OTkBMqIpmmo4u4t+ojsFUVR2PDyQJbLJcapFEVRq9Usy3Ich0d1c4Ejz/Msy4qiWCwWi8XCMAzLskzTfKD/pSxLzPHFXdNsNoVr45k5ayhwEEIIIYQQ8uQEjuFwOJlMkiRZrVau6x4cHHQ6HXQBPAOBI03T+Xw+n89ns5nrupifAqXjSoFDlmXHcTqdTq1W+/Tp0/v 370 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 +74 fBIHv+4ZhoMhHV8JgMOj3+3EciygE0zRxAWz1XQAjTFEUpmm2223btoui6PV6GJojFCjP8+r1OoQPwzAeK38Ufg00egCMWV0sFpqm+b5vWdbmVz5+EfrjeDwej8doPRPouo6Ti9NXq9VufUPRkwLfFjYYf4HbxbKs1WoVBAFsL7qu3+xp2lDgwF6sViv0vOCRgumwzzJuhg4OQgghhBBCHipwIHfg3bt 379 +/tyxrf39/f39flmW4zS+8HkNS4jgWpbvjOIqioFV+Pp9LkoT1W8dxsNZ6w0IuQklHo9Hp6enx8XG/ 37/ wglevXr19+1ZVVcuynsIkVBSNo9EoDEPHcYqiODs7Ozk5mU6n0+m0LMsgCIIg6Ha7+/v7mB27XokJgWO1WkVRtFgsptNpFEWmaX6TdWkswk8mE5z92WyGnx8cHLx+/Xp/f991XRSTKLnPz8//+te/9nq9o6Oj169fw42y7dkfEDgQrQJXDgSO8/PzwWDQ6/XSNMUr9/f3j46ODg4O0Jf0WAIHKnnRkIJ0XoBJq2j6uJNuFcfxYDDAaRXbDxzHOTw8PDw8bDab9Xp9E4EDZz/LsjiOkyQRcRuqqsJSgSYskRXyKAKE6Jurqso0Tc/zMNcGPXHP8oFMgYMQQgghhJAHgdX709PTH3/88S9/+Yvv+4vFQtd1y7LCMLxc6iRJMhgMZrMZFrFN01ytVoqiLBYL9MmjghICx80LuWVZwjzy008//e///u /79 +8vvOBPf/qTbdvNZlNRlIeMU33cwzUcDrGoXhTFYDAYDofwvywWi06n0+l0MNKy3W5D1LggcFiWBQcHxIX5fP6tGnkgcAyHw59++uk///M/e70efv6P//iPiqJghghGpSIY4vz8/C9/+cu7d+/SNIVX5Rk0C8DyAAeHZVkY6Jvn+fn5+c8///zTTz+NRiO88g9/+IMkSZgN/Ig9I6LhC+N1kiRBegVCOoV96U4Cx3w +7/ 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 371 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 +77 V 476 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 974 bQhyviBk6cflRBbD8vaK1RHRMODs7ix6xm5ub2Vv8OO/5CHFOT0/n83mWbiy/2riTh8Ph/v7+/ /73 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 97/ /PTvd8Dhld2O/ 378 dcGTBQQQcv//++08//fTzzz/v7Oy02+2PVnAsX/jq6mqr1YrypbhVssMds9ms0WjERJU45fGpV5E10Lm4uDg7O4uun/HDG4HUcDjM5XLxVycnJ41GI6b8fknAES81BqxEwHF1dXVycnJycjIajbKOxXG65JPuwKjgOD09jcFAEXDc0150NptFA+A4FHb75hRwAADA0xIf815dXUULidgqxE4+HhBBwz29MGInU61Wo69BdKO46xtFhhIfYkdLi9iTFAqFrHlB7P/vH+D6Z5+3jxczHo/n83m1Wu31evHRdz6fjxcW+9WLi4t 379 7t7+8Ph8NKpbKzs7O1tZV9dr382mK4RozAjNwkeijGKZtPvcDlD8azIz9fcr35/998Ph+NRkdHR/HMMR/3g0cbYq8bGUGv14tRHQ/p3vqt7vYwHo9PTk729/fjurKTRxHzxTb79PR0b28vl8ttbW1tb29vbGysra3dP2z19iXHg7MynDjTsbKyEjd5zCU5OTmJOyGKm7IhNR9dw6yn6eXl5dnZ2eHhYa1W63a7tVot2n9Gw9G4me/PHx94k9y+zCjXqlarcbot0o2IbLKeLB995viq4XB4cnJycHAQgdra2lr2Q3fj7YvhvoPB4PT0dDKZxCI/5iNRAg4AAPhLA 475 fJ5N7lgOOGIS5D17nijHqFarg8FgecTj7W+UFS/EP5vNZtacMtt3Zf/l/oDjL1iWq6uryWSyWCzq9frm5mar1YqptLFdHA6Hx8fHh4eHu7u7+/v74/F4Y2NjfX19a2srOqTe+DA5FnkymUTHitFoFHND7wo4vq3obnB4eFgul7vdbrfbjcu//cgY5Nntdre2tsbjcb/fj1MSj/OwQHZ3XV5eRsDx7NmzSOhiIz2ZTKKyY3d3d3d39+TkpFgsvnz58ocfftjc3Ox0OnFi4lO /7/ IhlOhmkv0gXF1dHR8fZ+e2opdEdHL9aDSQ/UxFwHF0dNTpdOIHMP4qC1Zu/JR9LdmRnJi/U6vVIkOJ1x+NQh/yPJHRDAaDOO40nU5brVan04mSk9tv33A4PDg4ODk5GQ6HMd9n+YyVgAMAAJ50wBFTTrNpCDHoIdvD3L9niC1uPD6bgHDXZix6EMRYin6/vxxnZJ 074 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 377 NXmo0f+10Os1ms91ut1qt5czx/qedTqcXFxcHBwe7u7tR4fXwXym9Xm9lZSV6nd7zyMlkcnBw8N///vf169dv 377 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 /72 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.2....
  • 86
  • 395
  • 2

TÌM HIỂU MỘT SỐ KỸ THUẬT NÂNG CAO CHẤT LƯỢNG ẢNH VÀ ỨNG DỤNG

TÌM HIỂU MỘT SỐ KỸ THUẬT NÂNG CAO CHẤT LƯỢNG ẢNH VÀ ỨNG DỤNG
... MỘT SỐ KỸ THUẬT NÂNG CAO CHẤT LƯỢNG ẢNH VÀ ỨNG DỤNG ĐỒ ÁN TỐT NGHIỆP Sv: Trần Thị Phượng – CT1002 37 Hình 4.1.4 Phiếu kết quả sau khi xoay ảnh TÌM HIỂU MỘT SỐ KỸ THUẬT NÂNG CAO CHẤT LƯỢNG ẢNH ... TỔNG QUAN VỀ XỬ LÝ ẢNH 6 1.1 Tổng quan về một hệ thống xử ảnh 6 1.2 Một số vấn đề trong xử ảnh 7 1.2.1 Các khái niệm cơ bản 7 1.2.2 Biểu diễn ảnh 8 1.2.3 Biến đổi ảnh (Image Transform) ... thực hiện được các nội dung chính sau: Tìm hiểu về một số kĩ thuật toán nâng cao chất lượng ảnh: Nghiên cứu ứng dụng nâng cao chất lượng ảnh cho bài toán nhận dạng phiếu kết quả thi TOEIC tại...
  • 41
  • 654
  • 2

SỞ LUẬN ĐỂ NÂNG CAO CHẤT LƯỢNG PHỤC VỤ TIỆC TẠI NHÀ HÀNG

CƠ SỞ LÝ LUẬN ĐỂ NÂNG CAO CHẤT LƯỢNG PHỤC VỤ TIỆC TẠI NHÀ HÀNG
... cách nâng cao chất lượng phụcvụ để tạo sự khác biệt. Vậy nâng cao chất lượng phục vụ có những ý nghĩa sau:1.3.5.1 Nâng cao chất lượng dịch vụ giúp gia tăng lợi nhuận cho nhà hàng Chất lượng ... có chất lượng cao. Vậy để nâng cao vị thếcạnh tranh cũng như nâng cao giá bán mà vẫn được khách hàng chấp nhận thìbuộc các nhà quản trị phải tìm cách nâng cao chất lượng phục vụ.1.3.5.3 Nâng ... hàngvề chất lượng dịch vụ. Vì thế, để nâng cao chất lượng dịch vụ, các nhà quản trịcần phải cải tiến cả chất lượng kỹ thuật và chất lượng chức năng theo nhữngthay đổi của khách hàng.1.3.2.4 Chất...
  • 16
  • 1,191
  • 2

Xem thêm

Từ khóa: Báo cáo thực tập tại nhà thuốc tại Thành phố Hồ Chí Minh năm 2018Báo cáo quy trình mua hàng CT CP Công Nghệ NPVchuyên đề điện xoay chiều theo dạngNghiên cứu sự hình thành lớp bảo vệ và khả năng chống ăn mòn của thép bền thời tiết trong điều kiện khí hậu nhiệt đới việt namđề thi thử THPTQG 2019 toán THPT chuyên thái bình lần 2 có lời giảiGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitQuản lý hoạt động học tập của học sinh theo hướng phát triển kỹ năng học tập hợp tác tại các trường phổ thông dân tộc bán trú huyện ba chẽ, tỉnh quảng ninhNghiên cứu tổng hợp các oxit hỗn hợp kích thƣớc nanomet ce 0 75 zr0 25o2 , ce 0 5 zr0 5o2 và khảo sát hoạt tính quang xúc tác của chúngNghiên cứu khả năng đo năng lượng điện bằng hệ thu thập dữ liệu 16 kênh DEWE 5000Thơ nôm tứ tuyệt trào phúng hồ xuân hươngThiết kế và chế tạo mô hình biến tần (inverter) cho máy điều hòa không khíChuong 2 nhận dạng rui roKiểm sát việc giải quyết tố giác, tin báo về tội phạm và kiến nghị khởi tố theo pháp luật tố tụng hình sự Việt Nam từ thực tiễn tỉnh Bình Định (Luận văn thạc sĩ)BT Tieng anh 6 UNIT 2Giáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtChiến lược marketing tại ngân hàng Agribank chi nhánh Sài Gòn từ 2013-2015TÁI CHẾ NHỰA VÀ QUẢN LÝ CHẤT THẢI Ở HOA KỲ