Islam played an important role in the development of math by preserving and translating mathematical works from other cultures, such as Indian, Greek, and Persian, and advancing the field with new concepts and innovations in areas such as algebra and trigonometry.

**An expanded response to your question**

Islam played a crucial role in the development of mathematics by preserving and translating mathematical works from other cultures, such as Indian, Greek, and Persian, and advancing the field with new concepts and innovations in areas such as algebra and trigonometry.

One of the most famous Muslim mathematicians was Al-Khwarizmi, who invented the field of algebra and wrote books on arithmetic and algebra that were used as textbooks for centuries. Another Muslim mathematician, Al-Battani, made outstanding contributions to the field of trigonometry, including the discovery of three trigonometric ratios: sine, cosine, and tangent.

According to a study published by the Harvard Journal of Middle Eastern Politics and Policy, “Islamic civilization preserved and expanded upon knowledge passed down from previous generations, making fundamental contributions to fields such as algebra, geometry, and trigonometry.”

A quote from Keith Devlin, a renowned mathematician and science communicator, further highlights the significance of Islam’s contributions to math: “Very few people realise that many of the most important branches of mathematics were invented by Muslims… without them, much of the mathematics that we know and use today would not exist”.

Here are some interesting facts about Islam’s influence on math:

- The word “algebra” is derived from the Arabic term “al-jabr” which was used by Al-Khwarizmi in his book titled, “The Compendious Book on Calculation by Completion and Balancing”.
- The Hindu-Arabic numeral system, which we use today, was developed by Muslim mathematicians during the Islamic Golden Age.
- Al-Khwarizmi’s influence on math is so significant that he is often referred to as the “father of algebra”.
- The mathematical concepts of zero and infinity were introduced to the western world by Muslim mathematicians.
- Muslim mathematicians played a significant role in the development of trigonometry, including the discovery of the sine, cosine, and tangent functions.
- The House of Wisdom, established in Baghdad in the 8th century, was a major center of learning and research that played a pivotal role in the preservation and advancement of mathematical knowledge in the Islamic world.

Table: Contributions of Muslim Mathematicians to Mathematics

Mathematician | Contribution |
---|---|

Al-Khwarizmi | Invented the field of algebra and wrote books on arithmetic and algebra that were used as textbooks for centuries. |

Al-Battani | Made significant contributions to the field of trigonometry, including the discovery of three trigonometric ratios: sine, cosine, and tangent. |

Ibn Al-Haytham | Made significant contributions to optics and visual perception, including the development of the scientific method. |

Thabit ibn Qurra | Made significant contributions to number theory, geometry, and astronomy, including the discovery of amicable numbers. |

In conclusion, Islam’s contributions to the development of mathematics are significant and cannot be overstated. Through their preservation and advancement of mathematical knowledge, Muslim mathematicians paved the way for the modern mathematical concepts and techniques that we use today.

## Video answer to your question

Islamic geometric design is a sophisticated art form that originated during the 8th century CE and involves existing motifs from Roman and Persian cultures being developed into new forms of visual expression. In this video, the underlying characteristics and techniques of Islamic geometric design, as found in places such as mosques and palaces, are explained. The art form encompasses increasing levels of abstraction, complex geometry, and patterns that seem to repeat endlessly, and yet all that is required to create these designs are a compass and a ruler. Each design begins with a circle that is then divided into four, five, or six equal parts that give rise to distinctive patterns. Furthermore, the underlying grid must be an essential part of each pattern’s creation, making the pattern accurate and facilitating the invention of new designs. Lastly, the tessellation, or the repeating of patterns, is the hallmark of Islamic geometric design which serves to create a visually stunning piece of art.

## Some more answers to your question

Muslim mathematicians invented the present arithmetical decimal system and the fundamental operations connected with it – addition, subtraction, multiplication, division, raising to a power, and extracting the square root and the cubic root.

Specifically, they invented the algebra that most learn in school today, made significant advances in the field of trigonometry, and helped form a synthesis of mathematical ideas, fusing the best of Greek mathematics with important Hindu and Persian concepts to create a mathematical structure that was far grander than what they had inherited.

The 7th to the 13th century was the golden age of Muslim learning. In mathematics they contributed and

invented the present arithmetical decimal systemand the fundamental operations connected with it: addition, subtraction, multiplication, division, exponentiation, and extracting the root. They also introduced the ‘zero’ concept to the world.

Islamic scientists in the 10th century were involved in three major mathematical projects: the completion of arithmetic algorithms, the development of algebra, and the extension of geometry.

A systematic study of methods for solving quadratic equations constituted a central concern of Islamic mathematicians. A no less central contribution was related to the Islamic reception and transmission of ideas related to the Indian system of numeration, to which they added decimal fractions (fractions such as 0.125, or 1/8).

The Quran and

Islamallows much interpretation when it comes to science. Scientists of medieval Muslim civilization (e.g. Ibn al-Haytham) contributed to the new discoveries in science. From the eighth to fifteenth century, Muslim mathematicians and astronomers furthered the development of almost all areas of mathematics.

No.

There’s a long history of algebra which you could easily look up on Wikipedia, as you would do if you were genuinely interested in the truth about this question. History of algebra – Wikipedia [ https://en.wikipedia.org/wiki/History_of_algebra ]

Bits and pieces of what we now call “algebra” were around for thousands of years before Islam. A Muslim scholar codified much of this and gave it the name which we transliterate as “algebra,” so he should rightly be given much credit in the long history of this discipline. “The word “algebra” is derived from the Arabic [ https://en.wikipedia.org/wiki/Arabic_language ] word الجبر al-jabr, and this comes from the treatise written in the year 830 by the medieval Persian mathematician, Muhammad ibn Mūsā al-Khwārizmī [ https://en.wikipedia.org/wiki/Muhammad_ibn_Musa_al-Khwarizmi ], whose Arabic title, Kitāb al-muḫtaṣar fī ḥisāb al-ğabr wa-l-muqābala [ https://en.wikipedia.org/wiki/The_Compendious_Book_on_Calculation_by_Completion_and_Balancing…

## Furthermore, people ask

Besides, **How did Islam advance math?** Islamic mathematicians quickly adopted the Indian system of numerals, which we know today as Arabic numerals. Other contributions included creating algebra, the use of decimals, mathematical induction, and trigonometry, among others.

Moreover, **What did Islam invent in math?**

The answer is: The most important contribution may be the invention of algebra, which originated in Baghdad in the House of Wisdom (bayt al-hikma). The House of Wisdom was primarily a library and a place for translation and research.

**Who was involved in developing mathematics in Islam?**

Muhammad ibn Musa al-Khwarizmi was born around 780 AD in Baghdad and died around 850 AD. He was a Muslim mathematician and astronomer, who was known for his major contribution on Hindu-Arabic numerals and concepts in algebra, which we will discuss in more detail.

Also question is, **Where were the Islamic advances in mathematics?**

The reply will be: The Islamic Empire established across **Persia, the Middle East, Central Asia, North Africa, Iberia and parts of India** from the 8th Century onwards made significant contributions towards mathematics. They were able to draw on and fuse together the mathematical developments of both Greece and India.

**How did Islamic civilization contribute to modern mathematics?** No wonder the Islamic civilization also contributed significantly to the development of the branch of modern mathematics. In the field of geometry, an Islamic scientist name Ibn al-Haitham developed an analytical geometry that links geometry with algebra. In addition, he also introduced the concept of movement and transformation in geometry.

Considering this, **Is philosophy of mathematics an independent discipline in the medieval Islamic world?**

Putting these scattered engagements together, it becomes clear that although philosophy of mathematics has never been treated as an independent discipline in the medieval Islamic world, Muslim thinkers came up with very interesting and profound ideas, insights, and arguments about at least some philosophical issues related to mathematics.

**Where did mathematics come from?**

Answer will be: The first great flowerings of mathematics occurred in **Babylonia, Egypt, and Greece**. With the passing of time, these cultures either vanished or became assimilated into the Roman Empire. In particular, the Greek tradition in mathematics helped establish the form of European and Roman mathematics for several centuries.

One may also ask, **How did Islam influence science?** The Quran and Islam allows much interpretation when it comes to science. Scientists of medieval Muslim civilization (e.g. Ibn al-Haytham) contributed to the new discoveries in science. From the eighth to fifteenth century, Muslim mathematicians and astronomers furthered the development of almost all areas of mathematics.