de thi khoa hoc may tinh bach khoa

Ngày tải lên: 26/08/2013, 09:08

... viên khoa Công nghệ thông tin và cho thí sinh luyện thi cao học ngành Khoa học máy tính Biên soạn: BÙI TẤN NGỌC - 10/2011 - Toán rời rạc - Tài liệu dùng để luyện thi cao ... QRP (Luật bù kép) )( QRP (Luật De Morgan) )( QRP (Luật De Morgan) )()( QPRP (Luật phân phối) )()( QPRP (Luật De Morgan) )()( QPRP (Luật De Morgan) b. Biết rằng mệnh đề P(x,y) ... 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 6de1 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...

Ngày tải lên: 13/04/2014, 17:52

... nhận, ngược lại thì không. Thông thường, đặt M=(Q, Σ , Γ , δ , q 0 , B, F) vào một máy Turing. Thi t lập L(M) 1 là tập hợp của chuỗi w trong Σ * chẳng hạn như q 0 w α p β cho trạng thái ... QUY ƯỚC CHO MÁY TURING Các ký hiệu chúng ta thường sử dụng cho máy Turing tương tự như các loại thi t bị tự động khác mà chúng ta đã được biết. 1. Các ký tự chữ thường bắt đầu bảng chữ cái được ... các khoảng trống đầu hàng và không xuất hiện trong các ID tiếp theo. Vì vậy: Ví dụ 8.2: Chúng ta thi t kế một máy Turing và xem nó hoạt động như thế nào trên một đầu vào chuẩn. Các TM chúng ta...

Ngày tải lên: 13/03/2014, 11:22

... ? 11 3/20/2008 Ôn thi Cao học 2008 21 Ví Ví dụ dụ 9 9  KHOAHOC(MAKH, TENKH, BDAU, KTHUC)  Mỗi khóa họckéodàiítnhất3 tháng { Bốicảnh: KHOAHOC { Biểudiễn: { Bảng tầm ảnh hưởng: ∀t ∈ KHOAHOC ( t.KTHUC ... SODA) 3/20/2008 Ôn thi Cao học 2008 18 Ví Ví dụ dụ 7 7  THIDAU(NGAY, GIO, DOI, SOBAN)  Mỗitrận đấulàcuộcthiđấucủa đúng 2 đội { Bốicảnh: THIDAU { Biểudiễn: { Bảng tầm ảnh hưởng ∀t ∈ THIDAU ( ∃!s ∈ THIDAU ... KHOAHOC ( t.KTHUC − t.BDAU ≥ 3 ) R9 KHOAHOC Thêm Xóa Sửa + −+(BDAU, KTHUC) 3/20/2008 Ôn thi Cao học 2008 22 RBTV RBTV - - Tham Tham chiếu chiếu  Giá trị xu thi ntại các thuộc tính trong một...

Ngày tải lên: 01/05/2014, 09:30

... liệu SVien Ten MaSV Nam Khoa TenMH MaMH TinChi Khoa Mhoc MaMH MaMH_Truoc DKien MaKH MaMH KHoc HocKy Nam GV MaKH MaSV KQua Diem Ten MaSV Nam Khoa Son 17 1 CNTT Bao 8 2 CNTT SVien TenMH Nhap mon tin hoc Cautrucdulieu Mhoc Toan ... 38000 5 TENPHG MAPHG Nghien cuu 5 Dieu hanh 4 Quan ly 1 R S 16 06/03/2008 Ôn thi tuyển sinh cao học 2008 31 Giới Giới thi u thi u  Đạisố (Algebra) : hệ thống toán họcbaogồm { Toán hạng (operand) ... MaKH 8 8 8 8 112 119 85 92 102 135 10 9 8 10 06/03/2008 Ôn thi tuyển sinh cao học 2008 10 Mô Mô hình hình dữ dữ liệu liệu (Data model) (Data model)  Tậphợp các phương tiện cho phép biễudiễndữ liệu,...

Ngày tải lên: 01/05/2014, 09:30

Ngày tải lên: 01/05/2014, 09:30

Ngày tải lên: 09/07/2014, 20:20

Ngày tải lên: 09/07/2014, 20:20

... thích hợp) là A. Saccarozơ, CH 3 COOCH 3 , benzen. B. Tinh bột, C 2 H 4 , C 2 H 2 . C. C 2 H 4 , CH 4 , C 2 H 2 . D. C 2 H 6 , CH 3 -COO-CH 3 , tinh bột. Cõu 16: Cho phản ứng hoá học xảy ra trong ... cú cha dung dch (hoc cht) khụng lm giy qu tớm chuyn sang mu xanh l A. NH 3 , anilin. B. NaOH, CH 3 -NH 2 . C. NaOH, NH 3 . D. NH 3 , CH 3 -NH 2 . Cõu 31: Mantozơ, xenlulozơ và tinh bột đều có ... hoàn toàn 6,25 gam vinyl clorua đợc m gam PVC. Số mắt xích 1 s 24 thi mụn: Hoỏ hc (Dnh cho thớ sinh Ban Khoa hc T nhiờn) Cõu 1: Trong nhóm IA, theo chiều điện tích hạt nhân...

Ngày tải lên: 19/09/2012, 17:00

... Guaranteed Service Dịch vụ đảm bảo vụ HL Header length Độ dài tiêu đề ICMP Internet Control Message Protocol Giao thức tín hiệu điều khiển Internet IHL Identifed Header Length Trƣờng xác nhận độ dài ... Virtual circuit Identify Nhận biết kênh ảo VPI Virtual Path Identify Nhận biết đƣờng ảo VPN IP virtual private Network IP virtual private Network WRED Weight Random Early Detection Tìm kiếm ... đầu tiên ngắn nhất mở PHB Per-Hop Behavior Cƣ sử từng chặng PNNI Private network Node Interface Giao diện node mạng riêng PQ Priority Queue Hàng đợi ƣu tiên QoS Quality of service Chất lƣợng...

Ngày tải lên: 26/10/2012, 16:50

... sinh hoạt học thuật trong Khoa như Hội thảo, Xemine, tham gia vào các đề tài, dự án của Khoa và của Nhà trường. Bố trí phòng làm việc riêng, sử dụng trang thi t bị của Khoa, Bộ môn cũng như của ... và của Khoa CNTT. Khoa CNTT hiện có 10 Giáo sư, Phó giáo sư và trên 30 Tiến sĩ đủ trình độ để tham gia giảng dạy chương trình. 4. Các hoạt động hỗ trợ học tập, sinh hoạt cho người học Khoa CNTT ... chất lượng cao. Về kiến thức: Chương trình nhằm đào tạo các cử nhân ngành Khoa học máy tính (KHMT) với nền tảng mạnh về các khoa học và công nghệ liên quan, có khả năng đóng góp cho xã hội bằng...

Ngày tải lên: 15/01/2013, 10:53

... của Khoa và thuộc dạng khá. Sinh viên thực hiện tiểu luận trong thời gian khoảng 4 tháng và sẽ được Hội đồng chấm tiểu luận của Khoa chấm. Tiểu luận được tính tương đương với 4 tín chỉ. 3. Thi ... Luận văn tốt nghiệp 500007 7(0,0,7) 3 Tiểu luận tốt nghiệp 500005 4(0,0,4) 4 Thi tốt nghiệp môn cơ sở 500010 3(0,0,3) 5 Thi tốt nghiệp môn chuyên ngành 500012 3(0,0,3) 23.08.2009 6/6 4. Kế hoạch ... 75 26 6,7,8 67 Luận văn Tốt nghiệp 7 210 8 68 Tiểu luận Tốt nghiệp 4 180 8 69 Thi tốt nghiệp môn cơ sở 3 150 8 70 Thi tốt nghiệp môn chuyên ngành 3 150 8 3. Hướng dẫn thực hiện chương trình đào...

Ngày tải lên: 31/01/2013, 16:08

... 20 20 I 69. CT595 Luận văn tốt nghiệp - Khoa học máy tính 10 N1 10TC N1 hoặc (4TC N2 +6TC N3) 450 ≥ 110 TC I, II 70. CT465 Tiểu luận tốt nghiệp – Khoa học máy tính 4 N2 180 ≥ 110 TC I, ... của HĐ.KHĐT TRƯỞNG KHOA HIỆU TRƯỞNG CHỦ TỊCH CÔNG NGHỆ THÔNG TIN & TT CHƯƠNG TRÌNH ĐÀO TẠO K.38 (Ban hành kèm theo Quyết định số: ĐHCT, ngày tháng 10 năm 2012) Ngành học : Khoa học máy tính ... tính Chuyên ngành: Mã ngành: 52480101 Hệ đào tạo chính qui Đơn vị quản lý: Khoa Công nghệ Thông tin &TT Bộ môn: Khoa học máy tính TT Mã số học phần Tên học phần Số tín chỉ Bắt buộc Tự...

Ngày tải lên: 31/01/2013, 16:09

... dữ liệu và giải thuật 4 23 Thi t kế luận lý số 4 24 Cấu trúc máy tính 4 25 Hệ điều hành 4 26 Công nghệ Phần mềm 3 2.2.Kiến thức ngành Khoa học máy tính 43 Kiến ... Chí Minh 2 3 Đường lối Cách mạng của Đảng CSVN 3 1.2 .Khoa học Xã hội 3 Bắt buộc 3 4 Tư duy phân tích (Critical Thinking) 3 1.3.Ngoại ngữ 8 5 Tiếng Anh học thuật ... chọn 3 trong các môn sau 12 35 Quản trị Dự án Phần mềm 4 36 Đồ họa Máy tính 4 37 Thi t kế và đánh giá giao diện người dùng 4 38 Kiến trúc Phần mềm 4 4 39 Quản lý Hệ...

Ngày tải lên: 19/03/2013, 09:40

... quy củ, trình tự khoa học. Tuy nhiên, lại thi u một bước rất quan trọng là đánh giá chương trình và kết quả đào tạo. Đây là cơ sở để đánh giá những thi u sót, hạn chế và để hoàn thi n, nâng cao ... hỏi người thi t kế không những có kiến thức về kiến trúc mà còn đòi hỏi người thi t kế phải hiểu được tâm lí khách hàng khi đưa ra các quyết định mua sắm.Đối với công ty cổ phần ứng dụng khoa nhiều ... hiện cung cấp cho khách hàng dịch vụ thi t kế và phát triển website trọn gói bao gồm sau: Thi t kế và phát triển website, đăng ký tên miền, Web hosting, thi t kế đồ họa và lập trình web. -ACS...

Ngày tải lên: 20/10/2013, 00:20

... ĐỀ KIỂM TRA ĐỊNH KÌ CUỐI HỌC KÌ I Năm Học 2010 - 2011 Môn : Khoa học – LỚP 5 (THỜI GIAN LÀM BÀI 45 PHÚT) Họ tên giáo viên ra đề : HOÀNG VĂN THỤ Đơn vị : Trường ... ray tàu hỏa người ta sử dụng vật liệu nào ? a) Nhôm c) Thép b) Đồng d) Gang 2/ Để dệt thành vải may quần, áo, chăn, màng người ta sử dụng vật liệu nào ? a) Tơ sợi c) Gốm b) Cao su d) Chất dẻo 3/ ... có phụ nữ mới làm được ? a) Làm bếp giỏi c) Mang thai và cho con bú b) Chăm sóc con cái d) Thêu, may giỏi 4/ Gạch được làm bằng ? a) Đá vôi c) Xi măng b) Đất sét nung ở nhiệt độ cao d) Than đá II.PHẦN...

Ngày tải lên: 26/10/2013, 18:11

Ngày tải lên: 15/12/2013, 03:15