On a quasilinear degenerated system arising in semiconductor

On a quasilinear degenerated system arising in semiconductor

On a q-sequence that generalizes the median Genocchi numbers

On a q-sequence that generalizes the median Genocchi numbers

On a purely inseparable analogue of the Abhyankar Conjecture for

On a purely inseparable analogue of the Abhyankar Conjecture for

on a property of the zero-velocity curves in the regular polygon

on a property of the zero-velocity curves in the regular polygon

ON A PROPERTY OF THE DIVISION ALGORITHM AND ITS

ON A PROPERTY OF THE DIVISION ALGORITHM AND ITS

On a Property of Non Liouville Numbers

On a Property of Non Liouville Numbers

on a property connecting the %2 measure of discrepancy with the

on a property connecting the %2 measure of discrepancy with the

on a projective plane curve whose complement has

on a projective plane curve whose complement has

On a product of certain primes

On a product of certain primes

ON A PROBLEM OF TURAN ABOUT POLYNOMIALS max |p(*)

ON A PROBLEM OF TURAN ABOUT POLYNOMIALS max |p(*)

On a problem of Pillai with Fibonacci numbers and powers of 2

On a problem of Pillai with Fibonacci numbers and powers of 2

On a problem of P. Erdös and S. Stein

On a problem of P. Erdös and S. Stein

On a problem of optimal transport under marginal martingale

On a problem of optimal transport under marginal martingale

On a problem of optimal transport under marginal

On a problem of optimal transport under marginal

ON A PROBLEM OF MONTGOMERY • 255

ON A PROBLEM OF MONTGOMERY • 255

On a problem of graph theory

On a problem of graph theory

$On a problem of Gauss-Kuzmin type for continued fraction with odd$

On a problem of Gauss-Kuzmin type for continued fraction with odd

On a problem of Chen and Liu concerning the prime power

On a problem of Chen and Liu concerning the prime power

ON A PROBLEM OF CE SHANNON IN GRAPH THEORY Ver(GXH)

ON A PROBLEM OF CE SHANNON IN GRAPH THEORY Ver(GXH)

On a problem of Arnold: the average multiplicative order of a given

On a problem of Arnold: the average multiplicative order of a given

ON A PROBLEM OF ADDITIVE NUMBER THEORY (1) B(n) =g CL *y

ON A PROBLEM OF ADDITIVE NUMBER THEORY (1) B(n) =g CL *y

Paperzz.com

Your Paperzz

© Copyright 2026 Paperzz