Tài Liệu Học Ngôn Ngữ Lập Trình C#_p6 potx

[...]... Mảng trong ngôn ngữ C# là kiểu dữ liệu tham chiếu, được tạo ra trên heap Do đó myIntArray được cấp trên heap Những thành phần của mảng được cấp phát dựa trên các kiểu dữ liệu của chúng Số nguyên là kiểu dữ liệu giá trị, và do đó những thành phần của 214 Mảng, Chỉ Mục, và Tập Hợp Ngôn Ngữ Lập Trình C# myIntArray là kiểu dữ liệu giá trị, không phải số nguyên được boxing Một mảng của kiểu dữ liệu tham... cùng một kiểu Mảng trong ngôn ngữ C# có một vài sự khác biệt so với mảng trong ngôn ngữ C++ và một số ngôn ngữ khác, bởi vì chúng là những đối tượng Điều này sẽ cung cấp cho mảng sử dụng các phương thức và những thuộc tính Ngôn ngữ C# cung cấp cú pháp chuẩn cho việc khai báo những đối tượng Array Tuy nhiên, cái thật sự được tạo ra là đối tượng của kiểu System.Array Mảng trong ngôn ngữ C# kết hợp cú pháp... Mảng, Chỉ Mục, và Tập Hợp Ngôn Ngữ Lập Trình C#  Kết quả: DisplayVals 5 DisplayVals 6 DisplayVals 7 DisplayVals 8 DisplayVals 1 DisplayVals 2 DisplayVals 3 DisplayVals 4 DisplayVals 5 - Câu lệnh lặp foreach Câu lệnh lặp foreach khá mới với những người đã học ngôn ngữ C, từ khóa này được sử dụng trong ngôn ngữ Visual Basic Câu lệnh... dữ liệu tập hợp mà ngôn ngữ C# hỗ trợ xây dựng sẵn Chương này chúng ta sẽ tìm hiểu cách làm việc với mảng một chiều, mảng đa chiều, và mảng các mảng (jagged array) Chúng ta cũng được giới thiệu phần chỉ mục indexer, đây là cách thiết lập để làm cho việc truy cập những thuộc tính giống nhau trở nên đơn giản hơn, một lớp được chỉ mục thì giống như một mảng 212 Mảng, Chỉ Mục, và Tập Hợp Ngôn Ngữ Lập Trình. . .Ngôn Ngữ Lập Trình C# Bài tập 4: Xây dựng một giao diện IDisplay có khai báo thuộc tính Name kiểu chuỗi Hãy viết hai lớp Dog và Cat thực thi giao diện IDisplay, cho biết thuộc tính Name là tên của đối tượng 211 Thực Thi Giao Diện Ngôn Ngữ Lập Trình C# Chương 9 MẢNG, CHỈ MỤC, VÀ TẬP HỢP  Mảng  Khai báo mảng  Giá trị... phép mở rộng những khả năng của mảng và làm cho mảng mạnh hơn những mảng trong ngôn ngữ khác (xem bảng 9.1) Hai phương thức tĩnh hữu dụng của lớp Array là Sort() và Reverse() Có một cách hỗ trợ đầy đủ cho những kiểu dữ liệu nguyên thủy như là kiểu Đưa mảng làm việc với những kiểu khác 230 Mảng, Chỉ Mục, và Tập Hợp Ngôn Ngữ Lập Trình C# như Button có một số khó khăn hơn Ví dụ 9.8 minh họa việc sử dụng hai... pháp như sau: this [ ] { get; set; } Kiểu trả về được quyết định bởi kiểu của đối tượng được trả về bởi bộ chỉ mục, trong khi đó kiểu của đối mục được xác định bởi kiểu của đối mục dùng để làm chỉ số vào trong tập hợp chứa đối tượng đích Mặc dù kiểu của chỉ mục thường dùng là các kiểu nguyên, chúng ta 233 Mảng, Chỉ Mục, và Tập Hợp Ngôn Ngữ Lập Trình C# cũng có thể... là ListBoxTest, đối tượng này chứa một mảng đơn giản (myStrings) và một chỉ mục để truy cập nội dung của mảng Ghi chú: Đối với lập trình C++, bộ chỉ mục đưa ra giống như việc nạp chồng toán tử chỉ mục ([]) trong ngôn ngữ C++ Toán tử chỉ mục không được nạp chồng trong ngôn ngữ C#, và được thay thế bởi bộ chỉ mục  Ví dụ 9.9: Sử dụng bộ chỉ mục namespace Programming_CSharp... mảng Để khai báo mảng hai chiều, chúng ta có thể sử dụng cú pháp theo sau: [,] Ví dụ để khai báo một mảng hai chiều có tên là myRectangularArray để chứa hai dòng và ba cột các số nguyên, chúng ta có thể viết như sau: int [ , ] myRectangularArray; 221 Mảng, Chỉ Mục, và Tập Hợp Ngôn Ngữ Lập Trình C# Ví dụ tiếp sau đây minh họa việc khai báo, tạo thể hiện, khởi tạo và in nội... định Khi chúng ta tạo một mảng có kiểu dữ liệu giá trị, mỗi thành phần sẽ chứa giá trị mặc định của kiểu dữ liệu (xem bảng 4.2, kiểu dữ liệu và các giá trị mặc định) Với khai báo: myIntArray = new int[5]; sẽ tạo ra một mảng năm số nguyên, và mỗi thành phần được thiết lập giá trị mặc định là 0, đây cũng là giá trị mặc định của số nguyên Không giống với mảng kiểu dữ liệu giá trị, những kiểu tham chiếu trong . src="data:image/png;base64,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 4P69 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. 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9p6/ 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. 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9p6/ 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