ON THE VANISHING OF THE NORMAL HILBERT COEFFICIENTS OF IDEALS

posted Oct 5, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

KRITI GOEL, VIVEK MUKUNDAN, J. K. VERMA ON THE VANISHING OF THE NORMAL HILBERT COEFFICIENTS OF IDEALS


A finiteness theorem for positive definite almost n-regular quadratic forms

posted Oct 4, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

Inhwan Lee, Byeong-Kweon Oh and Hoseog Yu A finiteness theorem for positive definite almost n-regular quadratic forms


On Klingen Eisenstein series with level in degree two

posted Aug 5, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

Ralf Schmidt, Alok Shukla On Klingen Eisenstein series with level in degree two


On the length spectra of simple regular periodic graphs

posted Aug 4, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

Chandrasheel Bhagwat and Ayesha Fatima On the length spectra of simple regular periodic graphs


p-stabilization in higher dimension

posted Jul 17, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

Boyer Pascal p-stabilization in higher dimension


Sums of fifth powers being a perfect power: A special case.

posted Jun 25, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

Pranabesh Das, Pallab Kanti Dey, Sudhansu Sekhar Rout Sums of fifth powers being a perfect power: A special case.


Combinatorial properties of sparsely totient numbers

posted May 5, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

Mithun Kumar Das, Pramod Eyyunni and Bhuwanesh Rao Patil Combinatorial properties of sparsely totient numbers


Semistability of pullback of $T_{\mathbb {P^2}}$ on an elliptic curve.

posted Mar 11, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

Amit Kumar Singh Semistability of pullback of $T_{\mathbb {P^2}}$ on an elliptic curve.


HYPERGEOMETRIC FUNCTIONS AND ALGEBRAIC CURVES y e = x d + ax + b

posted Mar 10, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

Title\tnoteref{label1, Name\corref{cor1, , Kewat, Pramod Kumar \& Kumar, Ram HYPERGEOMETRIC FUNCTIONS AND ALGEBRAIC CURVES y e = x d + ax + b


ON CONGRUENCES INVOLVING SPECIAL NUMBERS

posted Mar 6, 2019, 9:54 PM by RMS Administrator

 Author(s)

Title

Sibel Koparal, Ne\c{s ON CONGRUENCES INVOLVING SPECIAL NUMBERS


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