# Search results for: Tianze Wang

Electroanalysis > 35 > 5 > n/a - n/a

Rapid Communications in Mass Spectrometry > 36 > 11 > n/a - n/a

Flavour and Fragrance Journal > 35 > 1 > i - i

*Key aroma compounds in Chinese fried food of youtiao*by Wenbin Du et al., https://doi.org/10.1002/ffj.3539

Flavour and Fragrance Journal > 35 > 1 > 88 - 98

Lecture Notes in Computer Science > Information Security Applications > Cryptograptanalysis > 239-253

Lecture Notes in Computer Science > Information and Communications Security > Security Applications > 282-296

^{k+3}, k ≥ 0, variables. Our work solves the open problem left by Gao et al. (IEEE TIT 58(7): 4908–4913, 2012).

Nonlinear Analysis: Real World Applications > 2013 > 14 > 1 > 507-525

Finite Fields and Their Applications > 2012 > 18 > 2 > 283-302

Science China Mathematics > 2012 > 55 > 6 > 1137-1152

Nonlinear Analysis > 2011 > 74 > 17 > 5851-5862

Computers and Mathematics with Applications > 2011 > 61 > 4 > 851-859

The Ramanujan Journal > 2011 > 25 > 3 > 343-357

*λ*

_{1},

*λ*

_{2},

*λ*

_{3},

*λ*

_{4}are nonzero real numbers, not all of the same sign,

*η*is real, and at least one of the ratios

*λ*

_{1}/

*λ*

_{ j }(

*j*=2,3,4) is irrational, then given any real number

*ω*>0, there are infinitely many ordered quadruples of primes (

*p*

_{1},

*p*

_{2},

*p*

_{3},

*p*

_{4}) for which $$\bigl|\lambda_1 p_1+\lambda_2 p^2_2+\lambda_3 p^2_3+\lambda_4p^2_4+\eta \bigr|<(\max p_j)^{-\frac{1}{28}+\omega}...

Mathematische Zeitschrift > 2010 > 264 > 3 > 709-725

Science China Mathematics > 2010 > 53 > 9 > 2489-2500

*K*be an algebraic number field and $$ \mathfrak{O} $$

_{ K }its ring of integers. For any prime ideal $$ \mathfrak{p} $$ , the group $$ (\mathfrak{O}_K /\mathfrak{p})* $$ of the reduced residue classes of integers is cyclic. We call any element of a generator of the group $$ (\mathfrak{O}_K /\mathfrak{p})* $$ a primitive root modulo $$ \mathfrak{p} $$ . Stimulated both by...

Journal of Mathematical Analysis and Applications > 2008 > 343 > 2 > 884-903

Journal of Mathematical Analysis and Applications > 2008 > 342 > 2 > 1126-1150

Journal of Mathematical Analysis and Applications > 2007 > 326 > 1 > 46-61