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Narender Singh Yadav (born 15 December 1994) is an Indian mountaineer. He is best known for his controversial climbing expedition to Mount Everest in May 2016, where he claimed to have summitted the mountain but had recognition of this attempt stripped years later after discrepancies were noticed which indicated he had faked the summit, leading to his 2020 Tenzing Norgay National Adventure ...
Narendra Singh Yadav (born 7 July 1950) is a prominent Indian politician, statesman, and philanthropist hailing from the state of Uttar Pradesh. He is the son of the distinguished Indian politician and statesman, Mr. Rajendra Singh Yadav, one of the founding members of Praja Socialist Party, who served as a minister and was elected as an MLA seven times from the Shamshabad and Mohammadabad ...
Narender Singh may refer to: Narender Pal Singh (born 1973), Indian cricketer for Hyderabad; Narender Singh (Delhi cricketer) (born 1987), Indian cricketer; Narender Singh (judoka) (1969–2016), Indian judoka; Narender Singh Yadav (born 1994), Indian mountaineer
Download as PDF; Printable version; ... Narender Singh: Haryana Janhit Congress: 2014: Om Parkash Yadav: ... Roshan Lal Yadav 4,698 4.87% 26.85
Narender may refer to: Narender Singh Ahlawat , SC, SM, recipient of the Sena Medal, Shaurya Chakra, which was awarded posthumously Narender Bedi (1937–1982), Bollywood director and son of the writer Rajinder Singh Bedi
Narendra Singh Yadav: 52,995 30.35 BSP: Arun Kumar Mishra 16,500 9.45 Independent: Shishu Pratap Singh 3,252 1.86 Jan Adhikar Manch: Sanjay Sombanshi 2,091 1.2 NOTA: None of the above: 1,250 0.72 Majority 40,507 23.19 Turnout: 174,640 58.47 BJP hold: Swing
No app can fix your focus. Here’s how CNN’s Upasna Gautam ditched the productivity hacks and embraced the basics to get the most out of life.
Narendra Krishna Karmarkar (born circa 1956) is an Indian mathematician. Karmarkar developed Karmarkar's algorithm.He is listed as an ISI highly cited researcher. [2]He invented one of the first provably polynomial time algorithms for linear programming, which is generally referred to as an interior point method.