Polish notation

Formal sciences
Logic
Classical logic
First-order logic

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Related lectures (13)

Compiling Expressions

Covers the conversion of expressions, evaluation using stack machines, and bytecode generation.

Prefix, Infix, Postfix and Code Generation

Explores prefix, infix, and postfix notations in expressions and their role in code generation.

Change of Coordinates: Notation and Examples

Covers the notation and examples of change of coordinates in various scenarios and systems.

Logic Systems: Representations and Arithmetic

Explores logic system representations, place-value notation, addition, subtraction, and digital system limitations, culminating in a multifunction alarm watch project.

Logic Systems: Representations and Number Systems

Explores the representation of logic circuits and place-value notation for natural numbers.

Logic Systems: Representations and Arithmetic

Explores representations, arithmetic, and limitations in logic systems, including place-value notation and binary arithmetic.

Linear Algebra: Implications and Equivalences

Explores implications and equivalences in linear algebra through examples and formal proofs.

Set Theory: Introduction and Operations

Covers the foundation of mathematics through set theory concepts like membership and unions.

Integer Representation: Positive Integers

Covers the representation of positive integers, binary notation, machine limitations, overflow, and floating-point representation.

Formal Languages: Concepts

Covers the basics of formal languages, including alphabets, words, and languages, as well as operations like concatenation and reversal.

Increment Operators in C: Understanding ++x and x++

Explains the differences between the prefix and suffix increment operators in C programming, emphasizing clarity and best practices in coding.

Indices, Sums and Products

Covers real numbers, indexed sets, and factorial calculations in mathematical operations.

Advanced Analysis II: Derivatives and Notations

Covers derivatives, notations, composition of functions, and multiple derivatives in advanced analysis.

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