Products related to Boolean:
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Schaum's Outline of Boolean Algebra and Switching Circuits
Confusing Textbooks? Missed Lectures? Not Enough Time?Fortunately for you, there's Schaum's Outlines.More than 40 million students have trusted Schaum's to help them succeed in the classroom and on exams.Schaum's is the key to faster learning and higher grades in every subject.Each Outline presents all the essential course information in an easy-to-follow, topic-by-topic format.You also get hundreds of examples, solved problems, and practice exercises to test your skills.This Schaum's Outline gives youPractice problems with full explanations that reinforce knowledgeCoverage of the most up-to-date developments in your course fieldIn-depth review of practices and applicationsFully compatible with your classroom text, Schaum's highlights all the important facts you need to know.Use Schaum's to shorten your study time-and get your best test scores!Schaum's Outlines-Problem Solved.
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Bebop to the Boolean Boogie : An Unconventional Guide to Electronics
This entertaining and readable book provides a solid, comprehensive introduction to contemporary electronics.It's not a "how-to-do" electronics book, but rather an in-depth explanation of how today's integrated circuits work, how they are designed and manufactured, and how they are put together into powerful and sophisticated electronic systems.In addition to the technical details, it's packed with practical information of interest and use to engineers and support personnel in the electronics industry.It even tells how to pronounce the alphabet soup of acronyms that runs rampant in the industry.
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The Forcing Method in Set Theory : An Introduction via Boolean Valued Logic
The main aim of this book is to provide a compact self-contained presentation of the forcing technique devised by Cohen to establish the independence of the continuum hypothesis from the axioms of set theory.The book follows the approach to the forcing technique via Boolean valued semantics independently introduced by Vopenka and Scott/Solovay; it develops out of notes I prepared for several master courses on this and related topics and aims to provide an alternative (and more compact) account of this topic with respect to the available classical textbooks.The aim of the book is to take up a reader with familiarity with logic and set theory at the level of an undergraduate course on both topics (e.g., familiar with most of the content of introductory books on first-order logic and set theory) and bring her/him to page with the use of the forcing method to produce independence (or undecidability results) in mathematics.Familiarity of the reader with general topology would also be quite helpful; however, the book provides a compact account of all the needed results on this matter.Furthermore, the book is organized in such a way that many of its parts can also be read by scholars with almost no familiarity with first-order logic and/or set theory.The book presents the forcing method outlining, in many situations, the intersections of set theory and logic with other mathematical domains.My hope is that this book can be appreciated by scholars in set theory and by readers with a mindset oriented towards areas of mathematics other than logic and a keen interest in the foundations of mathematics.
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Web Accessibility Cookbook : Creating Inclusive Experiences
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How do boolean operators work in JavaScript for non-boolean operands?
In JavaScript, boolean operators such as `&&`, `||`, and `!` can be used with non-boolean operands. When used with non-boolean operands, JavaScript will perform type coercion to convert the operands into boolean values before evaluating the expression. For the `&&` operator, if both operands are truthy, it will return the last truthy value. For the `||` operator, if either operand is truthy, it will return the first truthy value. The `!` operator will return the opposite boolean value of the operand.
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How do boolean operators in JavaScript work for non-boolean operands?
In JavaScript, boolean operators can work with non-boolean operands by using a concept called truthy and falsy values. When a non-boolean value is used with a boolean operator, JavaScript will automatically convert the non-boolean value into a boolean value based on its truthiness or falsiness. For example, the logical AND (&&) operator will return the first falsy value it encounters, or the last truthy value if all operands are truthy. Similarly, the logical OR (||) operator will return the first truthy value it encounters, or the last falsy value if all operands are falsy. This allows for flexible and dynamic use of boolean operators with non-boolean operands in JavaScript.
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What is boolean algebra?
Boolean algebra is a branch of algebra that deals with variables that can only take on the values of true or false, often represented as 1 or 0. It is used to analyze and simplify logical expressions and is fundamental to the design and analysis of digital circuits and computer systems. Boolean algebra operations include AND, OR, and NOT, which are used to manipulate and simplify logical expressions. It provides a formal mathematical framework for reasoning about logical statements and is widely used in computer science and engineering.
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What does boolean mean?
Boolean refers to a type of data that can have one of two values: true or false. It is named after the mathematician George Boole, who developed a system of logic based on these two values. In computer programming, boolean data types are commonly used for making decisions and controlling the flow of a program through conditional statements. Boolean values are essential for representing the logical concepts of true and false in computer systems.
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Breaking Down Barriers : Usability, Accessibility and Inclusive Design
The Cambridge Workshops on Universal Access and Assistive Technology (CWUAAT) is one of the few gatherings where people interested in inclusive design, across different fields, including designers, computer scientists, engineers, architects, ergonomists, ethnographers, policymakers and user communities, meet, discuss, and collaborate.CWUAAT has also become an international workshop, representing diverse cultures including Portugal, Germany, Trinidad and Tobago, Canada, Australia, China, Norway, USA, Belgium, UK, and many more. The workshop has five main themes based on barriers identified in the developing field of design for inclusion: I Breaking Down Barriers between Disciplines II Breaking Down Barriers between Users, Designers and Developers III Removing Barriers to Usability, Accessibility and Inclusive Design IV Breaking Down Barriers between People with Impairments and Those without V Breaking Down Barriers between Research and Policy-making In the context of developing demographic changes leading to greater numbers of older people and people living with impairments, the general field of inclusive design research strives to relate the capabilities of the population to the design of products, services, and spaces.CWUAAT has always had a successful multidisciplinary focus, but if genuine transdisciplinary fields are to evolve from this, the final barriers to integrated research must be identified and characterised.Only then will benefits be realised in an inclusive society.Barriers do not arise from impairments themselves, but instead, are erected by humans, who often have not considered a greater variation in sensory, cognitive and physical user capabilities.Barriers are not only technical or architectural, but they also exist between different communities of professionals.Our continual goal with the CWUAAT workshop series is to break down barriers in technical, physical, and architectural design, as well as barriers between different professional communities.
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The Cambridge Handbook of Community Empowerment
Power and empowerment are critical topics for social change.This handbook maps out ways that people can collectively engage with, influence, and change systems that affect their lives, particularly the systems that maintain inequality and oppression.It includes in-depth examinations of a variety of approaches to building and exercising community power in local organizations, institutions, and settings.Each chapter examines a particular approach, critically engaging with contemporary research on how and when collective action can be most effective at producing change within communities and societal systems.By examining a range of approaches in diverse contexts, this book provides new insights for scholars, practitioners, and engaged resident-leaders aiming to be more precise, strategic, and innovative in their efforts to build and sustain community power.It is the ideal resource for those working with community groups to build more just and equitable systems.
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Belonging (Lifebuilder Bible Study) : Accessibility, Inclusion and Christian Community
God created all of us to be in relationship with him and with each other.Yet for those with disabilities, attitudes and systems of ableism create barriers to fully participating in God's kingdom work, as well as leading to deep hurt – and when any members of the body of Christ are not included, we all miss out. In Belonging, Deborah Abbs guides us through nine Bible studies on inclusion.Exploring the deep love and acceptance of our heavenly Father, she shows us what that means for offering love and acceptance to one another.In both Old and New Testament stories and teachings on Christian community we see how God responds in love to those who are often marginalized and excluded. In turn, through these examples and lessons we can see the importance of disability inclusion in church and learn to welcome people of all different abilities. Part of the LifeBuilder Bible Studies series, Belonging features questions that can be used both individually or in small groups.It is a brilliant resource for anyone wanting to understand Biblical teaching on inclusion and acceptance better, and for those wanting to make their church a more welcoming place for those with disabilities.
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Aiding Empowerment : Democracy Promotion and Gender Equality in Politics
In recent decades, women's political empowerment has become an important foreign policy and assistance objective.Every year, donor governments and multilateral organizations partner with hundreds of civil society groups around the world to train women to run for office, support women legislators, campaign for gender quotas, and bolster women's networks in political parties and parliaments. What ideas about gender, power, and political change guide these aid programs?What have practitioners and advocates learned about their strengths and weaknesses, and how might they improve their work going forward? Drawing on extensive interviews with aid officials, women's rights advocates, and women politicians in Western donor countries and across Kenya, Morocco, Myanmar, and Nepal, Aiding Empowerment investigates how democracy aid actors promote gender equality in politics.Saskia Brechenmacher and Katherine Mann argue that international assistance for women's political empowerment has evolved significantly over the last three decades, from a first generation of aid programs aimed at integrating women into nascent democratic institutions to a second generation focused on transforming the broader political ecosystem hindering women's equal political influence.However, this evolution is still unfolding, and changes in thinking have outstripped changes in aid practice.Several challenges threaten future progress, from the persistence of patriarchal norms to rising concerns about democratic erosion and backlash.In the face of these hurdles, the book presents practical recommendations for policymakers, practitioners, and advocates fighting for women's political empowerment globally.
Price: 19.99 £ | Shipping*: 3.99 £
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How can you pass a boolean value to another boolean in Java?
In Java, you can pass a boolean value to another boolean by simply assigning the value of one boolean variable to another. For example, if you have a boolean variable called "isTrue" with a value of true, you can pass this value to another boolean variable called "isPassed" by doing the following: ```java boolean isTrue = true; boolean isPassed = isTrue; ``` This will assign the value of "isTrue" to "isPassed", making "isPassed" also true.
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What is a Blender Boolean?
A Blender Boolean is a tool in the Blender software that allows users to combine or cut shapes together using boolean operations such as union, difference, and intersection. This tool is commonly used in 3D modeling to create complex shapes by combining or cutting simpler shapes. Blender Booleans can help streamline the modeling process and create more intricate designs with ease.
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What is a boolean variable?
A boolean variable is a data type that can only have one of two values: true or false. It is commonly used in programming to represent conditions or logical states. Boolean variables are essential for controlling the flow of a program through conditional statements like if-else or while loops.
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What is a boolean equation?
A boolean equation is an equation that involves boolean variables and boolean operations. Boolean variables can only take on the values of true or false, and boolean operations include AND, OR, and NOT. Boolean equations are commonly used in computer science and digital logic to represent and manipulate logical expressions. These equations are used to describe the behavior of digital circuits and to solve problems related to logic and decision making.
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