The Key To Studying Multiple Languages
Programming languages are tools, not solutions
Introduction
The learning curve of studying programming languages is exponential rather than linear. It is common for students to say, “I don’t get all this”, “Why can’t everything be done in python?”; “Why do I need C/C++” or “Java is the worst”. These are valid arguments for students, but ultimately this happens because we forget or are not taught the essence of programming. Programming was invented to solve problems. If this fundamental truth is lost, we tend to see programming languages as the solution rather than a tool.
“The ultimate goal of programming is to solve problems. If this fundamental truth is lost, we tend to see programming languages as a solution rather than a tool.” - DaveSaah
Disclaimer
This article is a guide on how to study programming languages. It seeks to show the reader the core concepts of programming languages and how to apply them to any language. This article is subjective to my experience and understanding of programming languages, not an absolute truth.
The Structure of Programming Languages
All programming languages are built on the core principles of problem-solving and the fundamental concepts of logic. This article will highlight the features of programming languages and break them down for us to understand.
We can look at the structure of programming languages in four categories:
Basics.
Intermediate.
Language-specific features.
Advanced.
Basics
The basic concepts under programming language structure include:
Data types / primitives.
Data structures / collection types.
Operators.
Expressions & statements.
Variables.
Constants.
Input/output statements.
Conditionals.
Loops.
Functions.
Data Types / Primitives
The first thing to study about a programming language is to know what data types are. It is essential because it helps you understand how to store and manipulate data in your programs.
A data type specifies a set of values with the same operations defined for them. Let’s consider an integer which is a data type. This means that any value specified as an integer has a defined set of operations that can be performed on it. An example is addition.
Though operations might overlap between data types, their behaviours are always different. For instance, the addition operation on strings is defined in python, but its behaviour differs from that of integers. The latter joins the strings to form a new string, while the former adds two integers to get a single result.
Data types can either be primitive or a collection. A primitive is a data type that cannot be decomposed into other data types, while collection data types can be decomposed into smaller ones.
Examples of primitive data types are:
Integers: Positive and negative whole numbers including 0. E.g. 1, 2, 3, …
Floats: Numbers with decimal points. E.g. 0.1, 1.2, 1.0, …
Boolean: Values that represents true or false.
Char: Single characters including letters, symbols and numbers. They are often represented with single quotes (
''). E.g. ‘a’, ‘1’, ‘$’, …
Data Structures / Collection Types
We stated earlier that a data type can either be primitive or a collection. Collection data types can be called data structures. A collection data type or a data structure is a collection of data types (mostly primitives) arranged in a specific order.
Most programming languages come with pre-defined collection data types. The table below gives examples of pre-defined collection data types in Go and Python.
| Go | Python |
| Slices | Dictionaries |
| Arrays | Tuples |
| Maps | Lists |
| Structs | Sets |
A more advanced concept will be custom data structures. Examples include stacks, linked lists, trees, etc., but those are outside the scope of this article.
Why is there a need for collection data types? Well, two of the most valuable resources for a computer program are time and memory. The knowledge of data structures will allow you to choose the suitable data types and an arrangement (type of data structure) such that the data you’re working with can be accessed and updated efficiently.
Operators
If you recall, data types have a set of operations defined for them. These operations performed on data are represented by operators. Operators can be categorised into 4:
Arithmetic operators: These represent arithmetic operations like addition, subtraction and multiplication.
Comparison / Relational Operators These operators are used for comparison operations. They return a truth value. Examples include equality operations, greater than operations, etc.
Logical operators: They perform operations on boolean values. In the mathematical sense, they are used to form compound boolean expressions.
Bitwise operators: They perform operations on individual bits (i.e. 0s and 1s) within a binary representation of data.
Arithmetic operations
| Arithmetic Operator | Operation |
| Addition (+) | Adds two values together. Also used in some languages to concantenate (i.e. join) strings. |
| Subtraction (-) | Gets the difference between two values |
| Multiplication (*) | Multiplies two values together |
| Division (/) | Finds the quotient of two values |
| Modulus (%) | Finds the remainder of an integer value |
/ operator is used with integers, whereas // operator is used in python to perform integer division regardless of the number being an integer or a float.Relational operations
| Relational operator | Operation |
| \> | Greater than |
| < | Less than |
| \>= | Greater than or equals |
| <= | Less than or equals |
| \== | Equality |
| != | Not equal |
Logical operations
| Logical operators | Operation |
| or | Boolean OR; returns true if at least one of its operands are true, else it returns false. |
and (&&) | Boolean AND; returns true if both of its operands are true, else it returns false. |
not (!) | NOT; reverses the truth value of a boolean expression. |
$$\text{The representation of the 'or' operator in most languages is } ||$$
- The above tables are not exhaustive. A few operations like exponentiation is represented differently across various programming languages. Nonetheless, the concept of how they work remains the same.
- Bitwise operations are slighly advanced and do not fit in the basic category. There is a separate section for it later in this article.
Expressions & Statements
The next step is combining values and operators to get a specific result. This gives birth to expressions. An expression is a combination of values, operators or variables representing a single result. Examples of expressions: 1 + 1 and 12 * 4.
In general, when code is written, it is to instruct the computer on what to do. Programming language design ensures that the chunk of instructions is separated into statements. A statement is a section of code representing a command or an action. It can use expressions in its construct. Examples of statements are if-statements and loops.
Variables
At this stage, we can say that a program is a series of statements. But then we have a problem. Whenever we need a certain value, we must hard-code or define an expression that represents it every time. Things start to get messy when you have many lines of code. In this situation, variables become very handy.
A variable is a name that represents a value. It allows values or expressions to be stored under a name that can be referenced throughout the life cycle of a computer program. Each programming language has naming conventions for variables. The default rule is that a variable name must represent its value.
Some key things to note about variables:
Variables can change in the lifecycle of a program.
Values are stored in a variable via an assignment statement.
Just like naming conventions, different programming languages have different ways of assigning values to variables.
Constants
A constant is a special type of variable that does not change.
Input/Output Statements
We will not always define values in our program. Sometimes, if not most of the time, inputs are taken from a user and processed for further operations. After computation, a response needs to be delivered through output statements.
Conditionals
After learning how to write programs as a sequence of statements, the next thing to look at is conditionals. Conditionals are statements that execute lines of code based on a specified condition. Conditionals are implemented in programming languages as if-statements and switch cases.
Loops
Loops allow a code block to run continuously until a condition is met. They also fall under control flow statements. The difference between loops and conditionals is that the former runs a block of code more than once, while the latter runs a block of code only once.
When the endpoint of a loop is known, it can be specified at the start of the loop. This type of loop is called a for statement. However, if the endpoint of the loop is unknown but based on a condition, the loop is implemented as a while statement.
Functions
The last concept under the basic structure of programming languages is functions. Like in Math, a function can take an input and return a specific output. The inputs of a function are its arguments, and the output of a function is its return value.
Functions in programming are used for more than just input and output. Earlier, we mentioned that we cannot be hardcoding values throughout our program – things could get messy. In the same light, imagine writing the same blocks of code repeatedly in your program. This is known as code duplication and is strongly discouraged in software development. Like variables, we can group statements under a common name (the function’s name).
Can we group any series of statements as a function? No! A function is created because the series of statements contribute to performing a single task. For example, validating if a person is an adult, calculating the area of polygons, etc.
Intermediate
The intermediate concepts under programming language structure include:
Data streams. E.g. files.
Error handling.
Pointers.
Testing.
Data Streams
“Data streams” might not be the best phrase, but I use it to refer to other means of accessing and manipulating data apart from variables. Good examples are files and databases.
Error handling
Another intermediate concept is error handling. This is useful for handling conflicting data types, type conversion and input validation issues.
Pointers
A pointer gets the address of the variable stored in memory. Everyday use cases of pointers are:
It enables programmers to manipulate and update large data streams without repopulating the entire data in memory.
It allows faster access to data in memory using pointer arithmetic.
It enforces API consistency.
Testing
There is no perfect software; else, programmers would be out of jobs. Testing can be thought of as compound error handling. Syntax and data errors are easier to spot, but testing is useful for semantic errors. A semantic error occurs if a program does not crash but does not perform the task it was designed for. It is an error in the meaning of an instruction.
“Program testing can be used to show the presence of bugs, but never to show their absence!” – Edsger W. Dijkstra
Language Specific Features
Aside from the core concepts that all programming languages share, some implementations are specific to a programming language. We can call them language-specific features. Some of these features are:
Built-in functions / libraries. E.g.
print()in Python,System.out.println()in Java.Data structures. E.g. Lists in Python is synonymous to ArrayLists in Java.
The list above is not exhaustive. Language specific features can be found in the documentation of the respective programming language.
Advanced
Bitwise Operations
Though bitwise operations fall under the categories of operators, it is a slightly advanced concept that deals with the binary manipulation of data. It is common in low-level languages but seldom used in modern programming languages. Nonetheless, the table below describes the standard bitwise operators and their operations.
| Bitwise Operators | Operation |
Bitwise AND (&) | Compares two binary numbers bit by bit and returns 1 if both bits are 1, |
| otherwise, it returns 0 | |
| Bitwise OR | Compares two binary numbers bit by bit and returns 1 if at least one of the bits is 1, |
| otherwise, it returns 0 | |
Bitwwise XOR (^) | Compares two binary numbers bit by bit and returns 1 if the bits are different, |
| else it returns 0 | |
Bitwise NOT (~) | Takes a single operand and inverts its bit (i.e. from 0 to 1 and vice versa) |
Left shift (<<) | Shifts the bits of a binary number to the left by a specified number of positions. |
Right shift (>>) | Shifts the bits of a binary number to the right by a specified number of positions. |
Some of the bitwise operator symbols may vary in different languages.
To keep this article short, we will not go into the details of other advanced concepts. However, we will list them below:
Package Management & Modules
Build Tools
The use of frameworks
Design patterns
Concluding Thoughts
Have the layers of abstraction introduced into programming languages caused more harm than good? It’s hard to say. The computer got powerful through many layers of abstraction. Programmers can utilise the power of a computer because of the layers of abstraction present in modern-day languages. However, there is a cost – the foundation can get lost.
The Way Forward
Do we have to understand how everything works under the hood? That would be great, but it is not so practical. Of course, some programmers understand how everything works, and learning multiple languages is a breeze. However, we are all not the same. Programming in multiple languages is a skill that can be learned. Sometimes, we only need a guide, and this article seeks to fill that gap.
Until we meet in the next article, keep solving problems.