Zobrazeno 1 - 10
of 16
pro vyhledávání: '"Sarkar, Tithi"'
Autor:
Maji, Bibekananda, Sarkar, Tithi
Ramanujan's notebooks contain many elegant identities and one of the celebrated identities is a formula for $\zeta(2k+1)$. In 1972, Grosswald gave an extension of the Ramanujan's formula for $\zeta(2k+1)$, which contains a polynomial of degree $2k+2$
Externí odkaz:
http://arxiv.org/abs/2306.10283
Publikováno v:
India Today; 12/3/2012, p14-14, 1p
Publikováno v:
India Today; 11/12/2012, p35-35, 1p
Publikováno v:
India Today; 8/13/2012, p2-2, 1p
Autor:
Menon, Amarnath K., Aji, Sowmya, Mahurkar, Uday, Tare, Kiran, Kumaraswami, Lakshmi, Parihar, Rohit, Sarkar, Tithi, Deka, Kaushik
Publikováno v:
India Today; 6/4/2012, p13-13, 1p
Publikováno v:
India Today; 5/14/2012, p16-16, 1p
Publikováno v:
India Today; 4/30/2012, p7-7, 1p
Autor:
Aleem, Ayesha, Chaturvedi, Devika, Sarkar, Tithi, Ramavat, Mona, Vahanvaty, Insiyah, Salam, Abdus
Publikováno v:
India Today; 4/23/2012, p11-11, 1p
Autor:
Kannan, Indira, Bari, Nishat, Tare, Kiran, Sra, Gunjeet, Jain, Shravya, Sharma, Avantika, Kumaraswami, Lakshmi, Mahurkar, Uday, Sarkar, Tithi
Publikováno v:
India Today; 2/27/2012, p22-22, 1p