Search Results - "Viswanathan, Nivedita"

Lowest log canonical thresholds of a reduced plane curve of degree d by Viswanathan, Nivedita

“…We describe the sixth worst singularity that a plane curve of degree d ⩾ 5 could have, using its log canonical threshold at the point of singularity. This is…”
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On K‐stability of P3$\mathbb {P}^3$ blown up along a (2,3) complete intersection by Guerreiro, Tiago Duarte, Giovenzana, Luca, Viswanathan, Nivedita

“…We prove K‐stability of every smooth member of the Fano 3‐fold family 2.15 of the Mori, Mukai and Iskovskikh classification…”
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Reduction of oil absorption in rice flour‐based snack by the incorporation of hydrocolloids by Viswanathan, Nivedita, Gopalakrishnan, Sangavi, Ganesan, Nandhini Devi

“…Hydrocolloids, a diverse group of microbial polysaccharides have unique applications and are widely used in the food industry. The present study focuses on the…”
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Higher Fano manifolds by Araujo, Carolina, Beheshti, Roya, Castravet, Ana-Maria, Jabbusch, Kelly, Makarova, Svetlana, Mazzon, Enrica, Taylor, Libby, Viswanathan, Nivedita

“…We address in this paper Fano manifolds with positive higher Chern characters, which are expected to enjoy stronger versions of several of the nice properties…”
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Log canonical thresholds of high multiplicity reduced plane curves by Paemurru, Erik, Viswanathan, Nivedita

“…We compute log canonical thresholds of reduced plane curves of degree $d$ at points of multiplicity $d-1$. As a consequence, we describe all possible values of…”
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On K-stability of $\mathbb{P}^3$ blown up along a (2,3) complete intersection by Giovenzana, Luca, Guerreiro, Tiago Duarte, Viswanathan, Nivedita

“…We prove K-stability of every smooth member of the family 2.15 of the Mukai-Mori classification…”
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K-stability of log del Pezzo hypersurfaces with index 2 by Kim, In-Kyun, Viswanathan, Nivedita, Won, Joonyeong

“…We completely classify K-stability of log del Pezzo hypersurfaces with index 2…”
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The minimal projective bundle dimension and toric $2$-Fano manifolds by Araujo, Carolina, Beheshti, Roya, Castravet, Ana-Maria, Jabbusch, Kelly, Makarova, Svetlana, Mazzon, Enrica, Viswanathan, Nivedita, Reynolds, Will

“…Motivated by the problem of classifying toric $2$-Fano manifolds, we introduce a new invariant for smooth projective toric varieties, the minimal projective…”
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Higher Fano Manifolds by Araujo, Carolina, Beheshti, Roya, Castravet, Ana-Maria, Jabbusch, Kelly, Makarova, Svetlana, Mazzon, Enrica, Taylor, Libby, Viswanathan, Nivedita

“…In this paper we address Fano manifolds with positive higher Chern characters. They are expected to enjoy stronger versions of several of the nice properties…”
Get full text