0

so sánh đột biến tự đa bội và dị đa bội

Nghiên cứu mức độ phiên mã gen activation induced cytidine deaminase (AID) và tỉ lệ đột biến gen p53 trong ung thư dạ dày và ung thư gan nguyên phát

Nghiên cứu mức độ phiên mã gen activation induced cytidine deaminase (AID) tỉ lệ đột biến gen p53 trong ung thư dạ dày ung thư gan nguyên phát

Y khoa - Dược

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GIÁO DỤC ĐÀO TẠO BỘ Y TẾ TRƯỜNG ĐẠI HỌC Y HÀ NỘI LÊ THỊ THÚY NGHIÊN CỨU MỨC ĐỘ PHIÊN MÃ GEN ACTIVATION INDUCED CYTIDINE DEAMINASE (AID) TỈ LỆ ĐỘT BIẾN GEN ... 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...
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So sánh nghệ thuật tự sự trong truyện ngắn của Nam Cao (việt nam) và ruinôxkê akutagawa (nhật bản)

So sánh nghệ thuật tự sự trong truyện ngắn của Nam Cao (việt nam) ruinôxkê akutagawa (nhật bản)

Thạc sĩ - Cao học

... CAO AKUTAGAWA - NHỮNG NÉT TƢƠNG ĐỒNG KHÁC BIỆT 1. Bối cảnh lịch sử, tình hình văn hoá văn học Việt Nam Nhật Bản cuối thế kỉ XIX đầu thế kỉ XX. 1.1. Bối cảnh lịch sử Việt Nam ... vật thuộc tầng lớp dƣới đáy xã hội nhân vật trí thức. Với mỗi loại nhân vật này, chúng tôi sẽ tiến hành khảo sát, thống kê, phân loại so sánh song song các tác phẩm trong hai tuyển tập ... sắc so sánh A.Sekhov Nam Cao của giáo sƣ Phong Lê: A.Sekhov Nam Cao nhìn từ hai nền văn học [98]. Với bài viết này, tác giả đã tìm đến những nét giống khác nhau giữa Nam Cao A.Sekhov...
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So sánh đặc điểm hóa sinh trứng và trình tự vùng điều khiển d-loop của ba giống gà ri gà mông và gà sao nuôi tại thái nguyên

So sánh đặc điểm hóa sinh trứng trình tự vùng điều khiển d-loop của ba giống gà ri gà mông gà sao nuôi tại thái nguyên

Thạc sĩ - Cao học

... vật: LB đặc, LB lỏng, SOC. - Các dung dịch tách chiết DNA plasmid: Dung dịch I (Sol I); Dung dịch II (Sol II); Dung dịch III (Sol III). 2.1.2. Thiết bị Các thiết bị hóa chất được sử dụng ... nghiệm 33 Bảng 3.5. Thống kê các điểm đa hình ở 2 mẫu nghiên cứu so với trình tự tham khảo mã số AB268515 49 Bảng 3.6. So sánh tỷ lệ sai khác trình tự nucleotide của một số giống gà 50 Danh ... khác nhau phổ biến ở con mái có màu vàng rơm, vàng đất, nâu nhạt đốm. Con trống màu lông đỏ sẫm, ở đầu lông cánh lông đuôi có màu đen ánh xanh, lông bụng đỏ nhạt hoặc vàng đất. Ngoài...
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So sánh kinh biển giữa đông nam bộ và duyên hải nam trung bộ

So sánh kinh biển giữa đông nam bộ duyên hải nam trung bộ

Khoa học xã hội

... của Duyên hải Nam Trung Bộ về ngành du lịchlớn hơn so với Đông Nam Bộ. 2.3 So sánh hiện trạng phát triển kinh tế biển giữa Đông Nam Bộ Duyên hải NamTrung BộNhững điểm giống nhau về hiện ... tỉ tấn dầu. Hiện nay, bể trầm tích Cửu Long Nam Côn Sơn đã được đưavào khai thác.Đông Nam Bộ Duyên hải Nam Trung Bộ đều có vịnh sâu kín gió không chịu ảnhhưởng bồi lấp của phù sa sông ... khí của Đông Nam Bộ có nhiều triển vọng hơn so với Duyên hải NamTrung Bộ với trữ lượng 3-4 tỉ tấn dầu qui đổi hàng nghìn tỉ m3 khí. Các mỏ đã đang khai3 Bài tập điều kiện môn địa lí...
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SO SÁNH CÁC TRÌNH TỰ SINH HỌC BẰNG BLAST VÀ CLUTALX

SO SÁNH CÁC TRÌNH TỰ SINH HỌC BẰNG BLAST CLUTALX

Cao đẳng - Đại học

... BlastxGi i thi u môn h cớ ệ ọ30 So sánh các đặc tính di truyền của các loài Kết quả so sánh H5N1 StreptococusGi i thi u môn h cớ ệ ọ35 Mở rộng so sánh các trình tự Bước 3: Cuối cùng BLAST ... thuộc vào mục đích xây dựng sắp gióng cột thì ta chọn ra một số trình tự để phân tích bằng ClustalX Ví dụ: Để phát hiện đột biến thì ta phải tìm trình tự gen của chủng hoang dại các trình tự ... ọ28 So sánh hai trình tự bằng blastGi i thi u môn h cớ ệ ọ32 Phần mềm ClutalxClustalx là một phần mềm (giao diện window) dùng cho việc so sánh sự tương đồng của hai hay nhiều trình tự...
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Tài liệu Comparison of Adjectives and adverbs (So sánh của tính từ và trạng từ) docx

Tài liệu Comparison of Adjectives and adverbs (So sánh của tính từ trạng từ) docx

Kỹ năng nói tiếng Anh

... Việt Nam khi học tiếng Anh quen gọi là thể so sánh hơn, so sánh bằng, so sánh kém so sánh nhất. Cách gọi này có khi không thích hợp vì không thể so sánh một người hay vật ở tình trạng “nhất” ... từ. Khi đưa vào so sánh tính từ có ba mức độ: mức độ nguyên thể (positive degree), mức độ so sánh (comparative degree) mức độ cực cấp (superlative degree). Các hình thức so sánh hơn, bằng, ... hai vật được đưa ra so sánh, ta dùng thể so sánh hơn. Dù vậy, trong một số trường hợp văn nói người ta cũng dùng thể so sánh nhất cho hai người hay vật.   VII. Thể so sánh kép (Double Comparative)...
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Tài liệu Các dạng so sánh của tính từ và phó từ ppt

Tài liệu Các dạng so sánh của tính từ phó từ ppt

Kỹ năng nói tiếng Anh

... education. 19.5 So sánh bội số So sánh bội sốso sánh: bằng nửa (half), gấp đôi (twice), gấp ba (three times),… Không được sử dụng so sánh hơn kém mà sử dụng so sánh bằng, khi so sánh phải xác ... number). 19.6 So sánh kép Là loại so sánh với cấu trúc: Càng… càng… Các Adj/Adv so sánh phải đứng ở đầu câu, trước chúng phải có The. Dùng một trong hai mẫu câu sau đây để so sánh kép: The ... 19.3 Phép so sánh không hợp lý Khi dùng câu so sánh nên nhớ các đối tượng dùng để so sánh phải tương đương nhau: người với người, vật với vật. Các lỗi thường mắc phải khi sử dụng câu so sánh không...
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So sánh cách thức từ chối lời mời của người việt nam học tiếng anh và người bản ngữ nói tiếng anh

So sánh cách thức từ chối lời mời của người việt nam học tiếng anh người bản ngữ nói tiếng anh

Khoa học xã hội

... equal-status personThe table shows that similar to a higher-status person, the VLEs did not give reasons (IERE) in the first position of their refusals to an equal status person. This formula ... different social status. Some are university professors. Others are students. Still others are nurses or hairdressers. This difference does not ensure a parallel data for the comparison of the ... invitations of three people. These people are at different social status in comparison with the respondents. One is a higher-status person (a professor who invites the respondent, a student, to have...
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SO SÁNH CÁC TRÌNH TỰ SINH HỌC BẰNG BLAST VÀ CLUTALX pptx

SO SÁNH CÁC TRÌNH TỰ SINH HỌC BẰNG BLAST CLUTALX pptx

Điện - Điện tử

... thuộc vào mục đích xây dựng sắp gióng cột thì ta chọn ra một số trình tự để phân tích bằng ClustalX Ví dụ: Để phát hiện đột biến thì ta phải tìm trình tự gen của chủng hoang dại các trình tự ... 1n to SO SÁNH CÁC TRÌNH TỰ SINH HỌC BẰNG BLAST CLUTALX Phần mềm ClutalxClustalx là một phần mềm (giao diện window) dùng cho việc so sánh sự tương đồng của hai hay nhiều trình tự sinh ... Kết quả bảng đồ so sánh hai trình tự Gi i thi u môn h cớ ệ ọ34 Nguyên tắc ClustalxThu nhận lựa chọn tập trình tự (protein hay DNA, RNA)Nhập các trình tự sinh học vào Clustalx Phân...
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phân tích đánh giá tổng hàm lượng asen trong một số loài cá biển trên địa bàn thành phố đà nẵng bằng phương pháp quang phổ hấp thụ nguyên tử

phân tích đánh giá tổng hàm lượng asen trong một số loài cá biển trên địa bàn thành phố đà nẵng bằng phương pháp quang phổ hấp thụ nguyên tử

Hóa học

... khử H3AsO3 ta thu được khí Asin, có mùi tỏi rất độc. H3AsO3 + 3Zn + 6HCl  3ZnCl2 + AsH3 +3H2O H3AsO3 + CuSO4  CuHAsO3 + H2 SO 4 CuHAsO3 có kết tủa màu vàng lục ... hợp chất này As+5 có vai trò ion trung tâm điển hình tạo phức dị đa axit và phức dị đa axit này cũng có thể bị khử về phức dị đa màu xanh.  Một số phản ứng đặc trưng của AsH3 : 25 ... học tinh khiết phân tích của các nước như Đức (hãng Merck), Pháp, Mỹ, Nga… - Dung dịch asen gốc 1000ppm - Dung dịch NaBohydrua (NaBH4) - Dung dịch NaOH 0.1N - Dung dịch KI - Dung dịch...
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Unit 24. Comparison of Adjectives and adverbs (So sánh của tính từ và trạng từ) doc

Unit 24. Comparison of Adjectives and adverbs (So sánh của tính từ trạng từ) doc

Kỹ năng nói tiếng Anh

... Việt Nam khi học tiếng Anh quen gọi là thể so sánh hơn, so sánh bằng, so sánh kém so sánh nhất. Cách gọi này có khi không thích hợp vì không thể so sánh một người hay vật ở tình trạng “nhất” ... từ. Khi đưa vào so sánh tính từ có ba mức độ: mức độ nguyên thể (positive degree), mức độ so sánh (comparative degree) mức độ cực cấp (superlative degree). Các hình thức so sánh hơn, bằng, ... (lesser) least Unit 24. Comparison of Adjectives and adverbs (So sánh của tính từ trạng từ) COMPARISON OF ADJECTIVES AND ADVERBS Ghi chú: Các cách so sánh của tính từ đều áp dụng được...
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