Maximal generating degrees of integral closures of powers of monomial ideals

Journal of Algebraic Combinatorics - We give effective lower and upper bounds on the maximal generating degree $$d(overline{I^n})$$ and the Castelnuovo–Mumford regularity...     

Synthesis and insecticidal activity of novel 1,2,4-triazole derivatives containing trifluoroacetyl moieties

Molecular Diversity - A series of compounds containing trifluoroacetyl groups were synthesized, and their insecticidal activity against Nilaparvata lugens and Aphis craccivora was evaluated. The...     

Potential of oil palm frond cellulose nanocrystals-activated carbon hydrogel beads for the removal of paracetamol from aqueous media

Cellulose - Water pollution via pharmaceutical drugs such as paracetamol has been a highly concerning issue, and effective measures must be taken to treat these aquatic contaminants. Hence, the...     

A sensitive analysis of sulfadimethoxine using an AuNPs/Ag-GO-Nf-based electrochemical immunosensor

Journal of Solid State Electrochemistry - Herein, a strategy was put forward for high-sensitive detection of sulfadimethoxine (SDM) using a label-free electrochemical immunosensor....     

Regularity dimension of sequences and its application to phylogenetic tree reconstruction

The concept of dimension is a central development of chaos theory for studying nonlinear dynamical systems. Different types of dimensions have been derived to interpret different geometrical or physical observations. Approximate entropy and its modified methods have been introduced for studying regularity and complexity of time-series data in physiology and biology. Here, the concept of power laws and entropy measure are adopted to develop the regularity dimension of sequences to model a mathematical relationship between the frequency with which information about signal regularity changes in various scales. The proposed regularity dimension is applied to reconstruct phylogenetic trees using mitochondrial DNA (mtDNA) sequences for the family Hominidae, which can be validated according to the hypothesized evolutionary relationships between organisms.     

Top formal local cohomology module

Periodica Mathematica Hungarica - I give fully detailed proofs of two important theorems—the exact solution of the weak clique game and the compactness theorem—in the theory of...     

茂丰(6%抗坏血酸水剂)对辣椒增产效果研究

研究茂丰对辣椒的增产效果、结果表明绿色新农药茂丰6％抗坏血酸水剂1500～2000倍溶液600～750kg／hm^3,茎叶喷雾辣椒2—3次,改善品质,可增产10～30％,是辣椒“优质生产”理想的药剂。