logo
Chief Minister Rekha Gupta on Friday said the Delhi government will set up 7,000 smart classrooms in its schools by the end of the year. She added that 175 digital libraries and 100 A.P.J. Abdul Kalam

Chief Minister Rekha Gupta on Friday said the Delhi government will set up 7,000 smart classrooms in its schools by the end of the year. She added that 175 digital libraries and 100 A.P.J. Abdul Kalam

The Hindua day ago

Chief Minister Rekha Gupta on Friday said the Delhi government will set up 7,000 smart classrooms in its schools by the end of the year. She added that 175 digital libraries and 100 A.P.J. Abdul Kalam Language Labs offering foreign language instruction in English, French, and German will also be made operational in the Delhi government-run schools.
The CM made the announcements following a meeting she chaired with the principals of Delhi government schools in her Assembly constituency of Shalimar Bagh.
'Intimidating parents'
In a social media post later in the day, she spoke about the 'alarming reports of schools employing bouncers to intimidate parents and students'.
'Education is a right, not a business. Our children deserve compassion, not coercion. Schools must remain spaces of learning, values, and nation-building,' the CM said.
Her comments come a day after the Delhi High Court expressed dismay at the 'reprehensible practice' by Delhi Public School, Dwarka, of allegedly hiring bouncers to block the entry of the students who had not paid the increased fee.
Ms. Gupta hit out at the previous Aam Aadmi Party (AAP) government for engaging in 'propaganda about improving education' while 'failing to provide' basic education infrastructure despite being in power for 11 years, citing the state of a government school in her constituency's Haiderpur village.
'The area neither has an English-medium school nor a higher secondary school where science is taught,' she said.
The CM added, 'Their much-celebrated school buildings were structurally weak — one built in 2018 deteriorated within just two years. This exposes their 'education model' and shows that it was merely a facade.'
She said that many government schools lack proper sports grounds, face hygiene and security issues, and suffer from acute staff shortages.
'Ad hoc hirings'
'Many still do not have full-time principals and are run on ad hoc arrangements,' said Ms. Gupta.
'We are ensuring recruitment for all vacant positions, appointment of permanent principals, and deployment of adequate security and sanitation employees in our schools,' said the CM.
She also criticised the Delhi Board of School Education, which was started by the previous AAP government, saying, 'This parallel board could pose issues for students seeking college admissions and may affect the recognition of their certificates in India and abroad. Such decisions [to create a new board] endanger the future of our children.'
Ms. Gupta also inaugurated a water cooler at a school in Shalimar Bagh and said that plans are being made to instal such machines in all the nearly 1,000 schools run by the Delhi government as well as in other parts of the city.
AAP did not issue any response to the allegations levelled by the CM.

Orange background

Try Our AI Features

Explore what Daily8 AI can do for you:

Comments

No comments yet...

Related Articles

Arora has clear blueprint of Ludh's devp: Dr Balbir Singh
Arora has clear blueprint of Ludh's devp: Dr Balbir Singh

Time of India

timean hour ago

  • Time of India

Arora has clear blueprint of Ludh's devp: Dr Balbir Singh

Ludhiana: Punjab health minister Dr Balbir Singh held an election meeting in Kitchlu Nagar in support of AAP bypoll candidate, Sanjeev Arora on Saturday. Addressing the gathering, Dr Balbir Singh described Arora as a visionary and development-oriented leader with a clear blueprint for Ludhiana's progress. He asserted that Arora's victory would not only benefit Ludhiana (West) but also contribute to the development of the city and state. Dr Singh said that there was "strong public sentiment" in favour of Arora and credited him for visible development over the last three years. In contrast, he criticised an opponent who, despite having held a ministerial post in the past, failed to deliver results. Soliciting votes in favour of development, Dr Singh elaborated on the state government's initiatives in healthcare, such as the establishment of Aam Aadmi clinics and upgrade of existing health facilities. The minister lauded Arora for renovation of the Ludhiana civil hospital and said that it had now been upgraded to the level of private healthcare institutions. He said that Rs 12 crore had been spent on the upgrade and further improvements were underway. He also noted the popularity of mohalla clinics across Punjab, with over 3.5 crore patient visits recorded so far. MSID:: 121694272 413 |

Ramps for PwDs at govt buildings
Ramps for PwDs at govt buildings

Time of India

time2 hours ago

  • Time of India

Ramps for PwDs at govt buildings

N ew Delhi: Delhi govt on Saturday announced that all state buildings and sports stadiums in the capital will soon be redesigned to better serve persons with disabilities (PwDs). These upgrades will include features like ramps, lifts, and Braille signage, among others. The govt stated that this decision was made during a meeting between CM Rekha Gupta and Mallika Nadda, President of Special Olympics Bharat, to review the ongoing Sugamya Delhi Abhiyan. The meeting, which was also attended by Delhi education minister Ashish Sood and senior officials from the office of the chief commissioner for PwDs, focused on enhancing accessibility for people with disabilities in public spaces, educational institutes, and sports stadiums. The statement added thatthe city aims to implement accessibility upgrades across govt and institutional infrastructure. "The govt is committed to transforming Delhi into a model of accessibility and inclusion," Gupta said. She added that the initiative will not only raise awareness about accessibility standards but also promote inclusive practices across public services. TNN

One of the oldest unsolved problems
One of the oldest unsolved problems

The Hindu

time2 hours ago

  • The Hindu

One of the oldest unsolved problems

A young traveller, an able administrator The son of a pastor, Christian Goldbach was born on March 18, 1690 in Konigsberg – the historic German and Prussian name of the city we now know as Kaliningrad, Russia. Growing up in that city and attending university there, Goldbach studied some mathematics (don't raise your eyebrows), but mainly took to law and medicine. When he was out of his teens, he set out travelling. His journey around much of Europe began in 1710 and his lengthy travels enabled him to meet many of the leading scientists of the day. We'll get to that in a bit. After spending nearly 15 years thus, travelling, Goldbach settled down, so as to say. He had become an established mathematician by this point. Despite initial rejections, Goldbach became a professor of mathematics and historian at the newly set up Saint Petersburg Academy of Sciences. In 1728, when Peter II became the tsar of Russia, Goldbach was named as the new tutor of the young emperor. When Peter II moved the court from St. Petersburg to Moscow, Goldbach moved with him. From this time onwards, Goldbach grew in stature as an administrator too. Even though there were plenty of changes in the political scene, Goldbach remained unaffected. While there was a purge of officials along with the various political moves that accompanied the replacement of one Russian ruler by another, Goldbach was never one of them. He continued to rise in status, drew bigger salaries, and also received lands. He laid down the guidelines for the education of royal children, guidelines that remained in practice for nearly 100 years. By 1740, the administrative work occupied so much of his time that Goldbach asked his duties at the Academy to be reduced. When he further rose to a senior position in the Ministry of Foreign Affairs, he stopped working for the Academy. Goldbach died in Moscow on November 20, 1764, aged 74. Keeping in touch Travelling a continent and meeting prominent scientists was one thing. But keeping in touch with them years later was quite another. Goldbach was a letter writer par excellence and he was at it for nearly his whole lifetime. Having set off in 1710, Goldbach encountered German polymath Gottfried Leibniz in Leipzig in 1711. Goldbach moved on from Leipzig but the two continued to be in touch. Their correspondence between 1711-13 included 11 letters, with Leibniz writing five and Goldbach writing six, all in Latin. In 1712, Goldbach met French mathematician Abraham de Moivre and Swiss mathematician Nicolaus I Bernoulli, who himself was also on European travels, in London, England. Goldbach bumped into Bernoulli again in Oxford and the latter started discussing infinite series with Goldbach. It is worth mentioning that while Goldbach was fascinated by the mathematics that he was being exposed to this way, he had little in the form of formal knowledge in the subject. In fact, during the conversation about infinite series, Goldbach confessed his ignorance, prompting Bernoulli to loan him a book on the topic by his uncle Jacob Bernoulli. Goldbach, however, was intimidated by infinite series at that time, and gave up his attempts to understand the text after finding it too difficult. Things, however, changed in the years that followed. After reading an article about computing the area of a circle by Leibniz in 1717, Goldbach was drawn again to the theory of infinite series. He published a number of papers on mathematics in 1720 and 1724 and became a mathematician of repute by the time he decided to settle down following his travels. In 1721, Goldbach met Swiss mathematician Nicolaus II Bernoulli in Venice, Italy, while he was also on a tour of European countries. He suggested to Goldbach that he start a correspondence with his younger brother Daniel Bernoulli, a mathematician and physicist. Goldbach began his correspondence with Daniel in 1723 and it continued for seven years. Most famous correspondence For someone who made letter writing a part of himself, it is fitting that he is now best remembered for what he set out on one such letter. Swiss polymath Leonhard Euler met Goldbach in St. Petersburg in 1727 and even though Goldbach moved to Moscow the following year, they had a long lasting relationship. The correspondence between the two spanned 35 years and the nearly 200 letters between the two were written in a number of languages – Latin, German, and French – and covered a whole gamut of topics, including, of course, mathematical subjects. In fact, Euler's interest in number theory was kindled by Goldbach. Their intimacy also meant that Goldbach was the godfather of one of Euler's children. Most of Goldbach's important work in number theory was contained in his correspondence with Euler. While Goldbach's conjecture is the most famous remnant of their correspondence now, they also discussed Fermat numbers, Mersenne numbers, perfect numbers, the representation of natural numbers as a sum of four squares, Waring's problem, and Fermat's Last Theorem, among others. Goldbach's conjecture In a letter to Euler dated June 7, 1742, Goldbach expressed what we now know as Goldbach's conjecture. In his own words, he asserted that 'at least it seems that every number that is greater than 2 is the sum of three primes.' Bear in mind that in Goldbach's time, the number 1 was considered prime, a convention that is no longer followed. An equivalent form of this conjecture stated in modern terms therefore asserts that all positive even integers >=4 can be expressed as the sum of two primes. It's been over 275 years since Goldbach stated his conjecture, but it hasn't been proven yet. Computers have shown that it holds true for trillions of numbers, but that's not quite enough. It is one thing to show through brute force that it is valid up to a certain number, quite another to prove it for all numbers. The hunt, naturally, has been on to find a solution and Goldbach's conjecture now holds place of prominence as one of mathematics' – number theory in particular – oldest unsolved problems. There have been numerous attempts to crack that armour, but it hasn't been achieved just yet. There have been breakthroughs, of course. Soviet mathematician Ivan Vinogradov in 1937 proved that every sufficiently large odd number is the sum of three primes. Chinese mathematician Chen Jingrun, meanwhile, showed that all sufficiently large even numbers are the sum of a prime and the product of at most two primes in 1973. There have also been competitions and awards encouraging and challenging mathematicians to solve the problem. The British and American publishers of Apostolos Doxiadis' novel, Uncle Petros and Goldbach's Conjecture, for instance, offered a $1 million bounty to anyone who could prove Goldbach's conjecture within two years in March 2000. The prize, naturally, went unclaimed. The conjecture, however, continues to remain open – alluringly simple and tantalising in its wording, but beyond the best mathematical brains for centuries.

DOWNLOAD THE APP

Get Started Now: Download the App

Ready to dive into the world of global news and events? Download our app today from your preferred app store and start exploring.
app-storeplay-store