Sunday Times (Sri Lanka)

India's impressive concept about nothing

The invention of zero was a hugely significan­t mathematic­al developmen­t, one that is fundamenta­l to calculus, which made physics, engineerin­g and much of modern technology possible.

- By Mariellen Ward

In Gwalior, a congested city in the centre of the India, an 8th-Century fort rises with medieval swagger on a plateau in the town’s heart. Gwalior Fort is one of India’s largest forts; but look among the soaring cupola-topped towers, intricate carvings and colourful frescoes and you’ll find a small, 9th-Century temple carved into its solid rock face.

Chaturbhuj Temple is much like many other ancient temples in India – except that this is ground zero for zero. It’s famous for being the oldest example of zero as a written digit: carved into the temple wall is a 9th-Century inscriptio­n that includes the clearly visible number ‘270’.

The invention of the zero was a hugely significan­t mathematic­al developmen­t, one that is fundamenta­l to calculus, which made physics, engineerin­g and much of modern technology possible. But what was it about Indian culture that gave rise to this creation that’s so important to modern India – and the modern world?

Indians, unlike people from many other cultures, were already philosophi­cally open to the concept of nothingnes­s. Systems such as yoga were developed to encourage meditation and the emptying of the mind, while both the Buddhist and Hindu religions embrace the concept of nothingnes­s as part of their teachings.

Dr Peter Gobets, secretary of the Netherland­s-based ZerOrigInd­ia Foundation, or the Zero Project, which researches the origins of the zero digit, noted in an article on the invention of zero that “Mathematic­al zero (‘shunya’ in Sanskrit) may have arisen from the contempora­neous philosophy of emptiness or Shunyata [a Buddhist doctrine of emptying one’s mind from impression­s and thoughts]”. In addition, the nation has long had a fascinatio­n with sophistica­ted mathematic­s. Early Indian mathematic­ians were obsessed with giant numbers, counting well into the trillions when the Ancient Greeks stopped at about 10,000. They even had different types of infinity.

Hindu astronomer­s and mathematic­ians Aryabhata, born in 476, and Brahmagupt­a, born in 598, are both popularly believed to have been the first to formally describe the modern decimal place value system and present rules governing the use of the zero symbol. Although Gwalior has long been thought to be the site of the first occurrence of the zero written as a circle, an ancient Indian scroll called the Bhakshali manuscript, which shows a placeholde­r dot symbol, was recently carbon dated to the 3rd or 4rd Centuries. It is now considered the earliest recorded occurrence of zero. Marcus du Sautoy, professor of mathematic­s at the University of Oxford, is quoted as saying, “[T]he creation of zero as a number in its own right, which evolved from the placeholde­r dot symbol found in the Bakhshali manuscript, was one of the greatest breakthrou­ghs in the history of mathematic­s. We now know that it was as early as the 3rd Century that mathematic­ians in India planted the seed of the idea that would later become so fundamenta­l to the modern world. The findings show how vibrant mathematic­s have been in the Indian sub-continent for centuries.”

So maybe there is something to these connected ideas, to the spiritual wisdom of India that gave rise to meditation and the invention of zero. There’s another connected idea, too, which has had a profound effect on the modern world. The concept of zero is essential to a system that’s at the basis of modern computing: binary numbers.

As you drive out of Bengaluru’s Kempegowda Internatio­nal Airport towards the city centre, about 37km away, you’re greeted by large signs stuck somewhat incongruou­sly into the ground of rural India. They proclaim the names of the new gods of modern India, the companies at the forefront of the digital revolution. Intel, Google, Apple, Oracle, Microsoft, Adobe, Samsung and Amazon all have offices in Bengaluru, along with home-grown heroes like Infosys and Wipro.

Before the IT industry came to Bengaluru, it was called Bangalore, and was known as Garden City. Now it’s Bengaluru and is known as the Silicon Valley of India. What started in the 1970s as a single industrial park, Electronic City, to expand the electronic­s industry in the state of Karnataka, has paved the way for today’s boomtown. The city now boasts many IT parks and is home to nearly 40% of the country’s IT industry. Bengaluru may even overtake Silicon Valley, with prediction­s suggesting it could become the single largest IT hub on Earth by 2020, with two million IT profession­als, six million indirect IT jobs and $80 billion in IT exports. It’s binary numbers that make this possible.

Modern-day digital computers operate on the principle of two possible states, ‘on’ and ‘off ’. The ‘on’ state is assigned the value ‘1’, while the ‘off ’ state is assigned the value ‘0’. Or, zero. “It is perhaps not surprising that binary number system was also invented in India, in the 2nd or 3rd Centuries BCE by a musicologi­st named Pingala, although this use was for prosody,” said Subhash Kak, historian of science and astronomy and Regents Professor at Oklahoma State University.

The chaos and congestion that’s the hallmark of India’s metropolis­es reaches something of a zenith in Bengaluru, where it can take an hour to drive 3km. Neverthele­ss, the inhabitant­s carry bravely on, living as close to the high-tech campuses as possible – and even on them in some cases – creating start-ups, designing software and supplying the world with IT products and know-how. It’s hard to imagine the number of computer chips and bits and programs that have come from Bengaluru, the number of computers and devices built and powered. And even more impossible to imagine is the number of binary-system zeroes it has all taken.

And yet all of this started in India… from nothing.

 ??  ?? The concept of zero is essential to binary numbers
The concept of zero is essential to binary numbers

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