Topic Brief: Records: expressions that create records, get record fields, and set record fields to produce new records. Using the How to Design Programs design recipe for atomic data like numbers.

Plait Function 1 Representation -

Records: expressions that create records, get record fields, and set record fields to produce new records. Using the How to Design Programs design recipe for atomic data like numbers. Representing and interpreting a simple language of arithmetic expressions.

Important details found

  • Records: expressions that create records, get record fields, and set record fields to produce new records.
  • Using the How to Design Programs design recipe for atomic data like numbers.
  • Representing and interpreting a simple language of arithmetic expressions.

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Supporting Images

Plait Function 1 - representation
Plait Interp 1 - representation
Shplait Function 1 - representation
Plait Record 1 - intro
Plait Y 1 - introduction
Plait HtDP 1 - atomic
Plait Binding 1 - let
Shplait Interp 1 - representation
How Floating-Point Numbers Are Represented
Plait Inference 1 - introduction
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Plait Function 1 - representation

Plait Function 1 - representation

Read more details and related context about Plait Function 1 - representation.

Plait Interp 1 - representation

Plait Interp 1 - representation

Read more details and related context about Plait Interp 1 - representation.

Shplait Function 1 - representation

Shplait Function 1 - representation

Read more details and related context about Shplait Function 1 - representation.

Plait Record 1 - intro

Plait Record 1 - intro

Records: expressions that create records, get record fields, and set record fields to produce new records.

Plait Y 1 - introduction

Plait Y 1 - introduction

Read more details and related context about Plait Y 1 - introduction.

Plait HtDP 1 - atomic

Plait HtDP 1 - atomic

Using the How to Design Programs design recipe for atomic data like numbers.

Plait Binding 1 - let

Plait Binding 1 - let

Adding a `let` form to Curly to support local binding. Also, changing our grammar notation to Backus-Naur Form (BNF).

Shplait Interp 1 - representation

Shplait Interp 1 - representation

Representing and interpreting a simple language of arithmetic expressions.

How Floating-Point Numbers Are Represented

How Floating-Point Numbers Are Represented

Computers need to store real-numbered values, but how do they do it? There are multiple choices for how we could

Plait Inference 1 - introduction

Plait Inference 1 - introduction

Read more details and related context about Plait Inference 1 - introduction.