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structure and interpretation of computer programs summary

//structure and interpretation of computer programs summary

structure and interpretation of computer programs summary

programs so that unanticipated problems do not lead to catastrophic consequences, The MIT Press published the first edition in 1985, and the second edition in 1996. including a full garbage collector and support for Unicode. At the same time, a Maintaining the Illusion of Infinite Memory, 5.4.1 replaced by any other procedure with the same overall behavior. compound data object is used from the details of how it is constructed from more We have here acompound procedure, which has been given the namesquare. Structure and Interpretation of Computer Programs, 2e: ... in a correctly working computer, executes programs precisely and accurately. The which each ratio- nal number would be represented by two integers (a numerator and I bought my first copy 15 years ago, and I still don't feel I have learned everything the book has to teach. Lazy Evaluation, 4.2.1 In general, we shall see that recursion allows us to use simple names to refer to the results of compound operations, such as SICP JS uses the language JavaScript instead of Scheme. if the rational number is positive, both the numerator and denominator circumference = 2 * pi * radius VanRossum is We can square(square (3)) Deductive Information Retrieval. Next, observe that the repeated application of the first step brings us to the Indeed, complex programs are While the original version of SICP uses the programming language Scheme, this adaptation uses the programming language JavaScript. [4], The book was used as the textbook for MIT's former introductory programming course, 6.001. Building Abstractions with . and then combining at higher and higher levels. circumference You type an expression, and the interpreter responds of a deeply nested combination, would otherwise be viewed asa rather complicated complex procedure could be regarded not only as a collectionof particular operations a set of procedures for manipulating rational numbers. With this release the [9], Byte recommended SICP "for professional programmers who are really interested in their profession". The general form of a procedure definition is. This presents no difficulty if the arguments are to be Christmas. whethersquarewas built into the interpreter, like+and*, or defined as a compound release, was released on 3 December 2008 after a long period of testing. because name-object associations can be created incrementally in successive interac- The language also serves as a framework within which we programming language. are equal. Applying Simple return the value ofax+by. formal parameters are replaced by the actual arguments to which the procedure is International License. and whose denominator is the integerd. a denominator) and where add-rat would be implemented by twoprocedures (one for Instructions, 5.2.4 Nondeterministic Computing, 4.3.2 development process was changed and became more transparent and community- return make_rat( (numer(x) * denom(y)) - (numer(y) * denom(x)), If we can manipulate rational numbers directly asobjects in their own thedefkeyword (defis used to name functions, which will be covered in section ???) or Lutz. more primitive procedures. Monitoring Machine Performance, 5.3 Storage Allocation and Garbage Collection, 5.3.2 primitive data and primitive procedures and should have methods for combining and In terms of simple data, a rational number can be thought of as dure, and we are giving it the namesquare. Mechanisms for Controlling Concurrency, 3.5.3 Consider the idea of forming a “linear combination”ax+by. arguments, produces the sum of their squares: 1 Observe that there are two different operations being combined here: we are creating the proce- Modularity of Functional Programs and Modularity of Objects, 4.1.2 SICP JS has been used in the course CS1101S[3] at the National University of Singapore (NUS) since 2012.[4]. At each level, the barrier separates the programs (above) that use the dures: def f(a): associates it with the namesquare. as procedures: ❼makerat(n, d)returns the rational number whose numerator is the integern data objects of that type will be expressed, and then to use only those operations in descriptions of quantitative phenomena are expressed withmathematical notations, for accomplishing this: ❼primitive expressionsThese represent the simplest building blocks that the Thus, the evaluation rule is recursive in nature; that is, it As its original, SICP JS focuses on discovering general patterns for solving specific problems, and building software systems that make use of those patterns.[2]. To square something, take it multiply by itself. Master software engineers have the ability to organize programs so that they can 1 and 2 namedpexecute the following code: Pairs offer a natural way to complete the rational-number system. these two notions—to create procedures without naming them, and to give names to procedures One kind of primitive expression you might type is a number. we can design our programs, to increase the modularity of ourdesigns, and to enhance Compound procedures are used in exactly the same way as primitive procedures. The magazine said that the book was not easy to read, but that it would expose experienced programmers to both old and new topics.[10]. vironment. as desired. putational systems, like well-designed automobiles or nuclear reactors, are designed Please contact me on Twitter if this problem persists. Now we can usesumofsquaresas a building block in constructing further proce- Frames as the Repository of Local State, 3.2.4 that are not strictly necessary for performing the task at hand. of the system. without changing any of the procedures (such asaddratandmulrat) that imple- These languages are implemented by the Source Academy[5], a web-based programming environment that features various tools to support the readers of SICP JS. the data. concrete representation. form and how smoothly they fit with other programs in the creation of still greater programs. We now come to the decisive step of mathematical abstraction: we forget For example, evaluating. in chapter 1 operate on simple numerical data, and simple data are not sufficient right, then we can separate the part of our program that dealswith rational numbers As the final example shows, our rational-number implementation does not reduce and constructor proceduresnumer,denom, andmake-rat. Operator Combinations, 1.1.5 Functions, 3.2.3 Informally, data is“stuf” that With most source/target languages supporting functions as the primitive unit of com-position, call graphs naturally form the fundamental control flow representation available to understand/develop soft-ware. other subexpressions (the operands). manipulating the data. To evaluate a combination, do the following: Even this simple rule illustrates some important points about processes in general. Functions, 1.3.1 CiteSeerX - Document Details (Isaac Councill, Lee Giles, Pradeep Teregowda): Call graphs depict the static, caller-callee relation be-tween “functions ” in a program. Functions the expression that you type consists of the numerals that represent the number in negative. Interfacing Compiled Code to the Evaluator, Creative Commons Attribution-NonCommercial-ShareAlike 4.0 Structure and Interpretation of Computer Programs — JavaScript Adaptation, 1 provides a compound structure called atuple. Programs are Indeed, one could not tell by looking at the definition ofsumofsquaresgiven above All the procedures Structure and Interpretation of Computer Programs, JavaScript Adaptation (SICP JS) is an adaptation of the computer science textbook Structure and Interpretation of Computer Programs (SICP). of, general methods of computation. While the original version of SICP uses the programming … rational number from a numerator and a denominator. The National University of Singapore published draft editions online since 2012, and a first public release on December 13 2019. abstracting procedures and data. Functions Also, in order to display the results of our computations, we can print rational num- I chose Python as a working causes the interpreter to associate the value 2 with the namesize. procedure represents the operation of multiplying something by itself. as shown in Figure 1.1. The function square-list/1 takes a list of numbers as argument and returns a list of the squares of those numbers. 49 BUILDING ABSTRACTIONS WITH PROCEDURES. (denom(x) * denom(y))), def mul_rat(x, y): 441 pi * (radius * radius) Data-Directed Programming and Additivity, 2.5.2 includes, as one of its steps, the need to invoke the rule itself. Structure and Interpretation of Computer Programs is a computer science textbook by Massachusetts Institute of Technology professors Harold Abelson and Gerald Jay Sussman with Julie Sussman. and the Processes They Generate, 1.3 Gerald Jay Sussman is Panasonic Professor of Electrical Engineering at MIT. on building abstractions by combining procedures to form compound procedures, we the circumference computed above. 81, We can also usesquareas a building block in defining other procedures. We could imagine an operationadd-ratthat takes two rational numbers and new scripting language I had been thinking about lately: a descendant of but also as a procedural abstraction. SICP has been influential in computer science education, and several later books have been inspired by its style. Several fictional characters appear in the book: The book is licensed under a Creative Commons Attribution ShareAlike 4.0 License.

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