Zhicheng Gao
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View article: Hyperuricemia increases susceptibility to chronic kidney injury exacerbation via autophagic flux blockade-mediated ammonia death pathway
Hyperuricemia increases susceptibility to chronic kidney injury exacerbation via autophagic flux blockade-mediated ammonia death pathway Open
Ammonia (NH3), a core toxic byproduct of amino acid metabolism in the body, poses a severe threat to cell survival when its homeostasis is disrupted. Maintaining low systemic ammonia concentrations is crucial. Under physiologica…
View article: Ginsenoside Rg5 modulates the TLR4 and BCL-2 pathways by inhibiting NOX1, thereby alleviating inflammation, apoptosis and pyroptosis in hyperuricemia nephropathy
Ginsenoside Rg5 modulates the TLR4 and BCL-2 pathways by inhibiting NOX1, thereby alleviating inflammation, apoptosis and pyroptosis in hyperuricemia nephropathy Open
These results indicate that Rg5 can modulate the TLR4 and BCL-2 pathways by inhibiting NOX1, thereby alleviating oxidative stress, inflammation, pyroptosis, and apoptosis in HN, highlighting its potential as a therapeutic approach for cont…
View article: Asymptotic distributions of the number of zeros of random polynomials in Hayes equivalence class over a finite field
Asymptotic distributions of the number of zeros of random polynomials in Hayes equivalence class over a finite field Open
View article: The Genus Distribution of Cubic Graphs and Asymptotic Number of Rooted Cubic Maps with High Genus
The Genus Distribution of Cubic Graphs and Asymptotic Number of Rooted Cubic Maps with High Genus Open
Let $C_{n,g}$ be the number of rooted cubic maps with $2n$ vertices on the orientable surface of genus $g$. We show that the sequence $(C_{n,g}:g\ge 0)$ is asymptotically normal with mean and variance asymptotic to $(1/2)(n-\ln n)$ and $(1…
View article: The Epigenomic Features and Potential Functions of PEG- and PDS-Favorable DNA G-Quadruplexes in Rice
The Epigenomic Features and Potential Functions of PEG- and PDS-Favorable DNA G-Quadruplexes in Rice Open
A G-quadruplex (G4) is a typical non-B DNA structure and involved in various DNA-templated events in eukaryotic genomes. PEG and PDS chemicals have been widely applied for promoting the folding of in vivo or in vitro G4s. However, how PEG …
View article: New Estimates and Existence Results About Irreducible Polynomials and Self-Reciprocal Irreducible Polynomials with Prescribed Coefficients Over a Finite Field
New Estimates and Existence Results About Irreducible Polynomials and Self-Reciprocal Irreducible Polynomials with Prescribed Coefficients Over a Finite Field Open
View article: The genus distribution of cubic graphs and asymptotic number of rooted cubic maps with high genus
The genus distribution of cubic graphs and asymptotic number of rooted cubic maps with high genus Open
Let $C_{n,g}$ be the number of rooted cubic maps with $2n$ vertices on the orientable surface of genus $g$. We show that the sequence $(C_{n,g}:g\ge 0)$ is asymptotically normal with mean and variance asymptotic to $(1/2)(n-\ln n)$ and $(1…
View article: Counting polynomials over finite fields with prescribed leading coefficients and linear factors
Counting polynomials over finite fields with prescribed leading coefficients and linear factors Open
View article: Improved error bounds for the distance distribution of Reed-Solomon codes
Improved error bounds for the distance distribution of Reed-Solomon codes Open
We use the generating function approach to derive simple expressions for the factorial moments of the distance distribution over Reed-Solomon codes. We obtain better upper bounds for the error term of a counting formula given by Li and Wan…
View article: Asymptotic distribution of the number of zeros in random polynomials in\n a given equivalence class over a finite field
Asymptotic distribution of the number of zeros in random polynomials in\n a given equivalence class over a finite field Open
Hayes equivalence is defined on monic polynomials over a finite field $\\fq$\nin terms of the prescribed leading coefficients and the residue classes modulo\na given monic polynomial $Q$. We study the distribution of the number of zeros\ni…
View article: Improved error bounds for the number of irreducible polynomials and self-reciprocal irreducible monic polynomials with prescribed coefficients over a finite field
Improved error bounds for the number of irreducible polynomials and self-reciprocal irreducible monic polynomials with prescribed coefficients over a finite field Open
A polynomial is called self-reciprocal (or palindromic) if the sequence of its coefficients is palindromic. In this paper we obtain improved error bounds for the number of irreducible polynomials and self-reciprocal irreducible monic polyn…
View article: Enumeration of self-reciprocal irreducible monic polynomials with prescribed leading coefficients over a finite field
Enumeration of self-reciprocal irreducible monic polynomials with prescribed leading coefficients over a finite field Open
A polynomial is called self-reciprocal (or palindromic) if the sequence of its coefficients is palindromic. In this paper we enumerate self-reciprocal irreducible monic polynomials over a finite field with prescribed leading coefficients. …
View article: Counting irreducible polynomials with prescribed coefficients over a finite field
Counting irreducible polynomials with prescribed coefficients over a finite field Open
We continue our study on counting irreducible polynomials over a finite field with prescribed coefficients. We set up a general combinatorial framework using generating functions with coefficients from a group algebra which is generated by…
View article: Some Enumerative Results on the Reed-Solomon Codes
Some Enumerative Results on the Reed-Solomon Codes Open
We study the distribution of the distance between the codewords in the Reed-Solomon code and a received word. This is equivalent to the study of the distribution of the number of linear factors in monic polynomials with prescribed leading …
View article: Counting polynomials over finite fields with prescribed leading coefficients and linear factors
Counting polynomials over finite fields with prescribed leading coefficients and linear factors Open
We count the number of polynomials over finite fields with prescribed leading coefficients and a given number of linear factors. This is equivalent to counting codewords in Reed-Solomon codes which are at a certain distance from a received…
View article: Design of Power-Imbalanced SCMA Codebook
Design of Power-Imbalanced SCMA Codebook Open
Sparse code multiple access (SCMA) is a promising multiuser communication technique for the enabling of future massive machine-type networks. Unlike existing codebook design schemes assuming uniform power allocation, we present a novel cla…
View article: Counting Cubic Maps with Large Genus
Counting Cubic Maps with Large Genus Open
We derive an asymptotic expression for the number of cubic maps on orientable surfaces when the genus is proportional to the number of vertices. Let Σ_g denote the orientable surface of genus g and θ=g/n∈ (0,1/2). Given g,n∈ ℕ with g→ ∞ an…
View article: VIKOR method for ranking concrete bridge repair projects with target-based criteria
VIKOR method for ranking concrete bridge repair projects with target-based criteria Open
With the development of intelligent and automated information system in the information era, the need for more efficient decision making method is growing. An effective method used to rank concrete bridge projects affected by reinforcement…
View article: Nonlinear Analysis of Edge Joint on T-shaped Concrete-filled Steel Tubular Column-H-shaped Steel Beam Seismic Performance based on ABAQUS
Nonlinear Analysis of Edge Joint on T-shaped Concrete-filled Steel Tubular Column-H-shaped Steel Beam Seismic Performance based on ABAQUS Open
To comprehensively analyze the seismic performance and failure modes of edge joint, which is composed of T-shaped concrete-filled steel tubular column and H-shaped steel beam, the joint was imposed through low frequency cycling loading. Mo…
View article: Dynamic and quasi-static signal separation method for bridges under moving loads based on long-gauge FBG strain monitoring
Dynamic and quasi-static signal separation method for bridges under moving loads based on long-gauge FBG strain monitoring Open
Structural health monitoring is an important means of obtaining the state information of bridges, and the extracted quasi-static strain signal can reflect the stress state of bridges directly. However, the strain signals acquired during th…
View article: Effects of the Convex Topography on Railway Environmental Vibrations
Effects of the Convex Topography on Railway Environmental Vibrations Open
The railway environmental vibration caused by high-speed railways is harmful to the human health, the structural safety of adjacent buildings, and the normal use of precision instruments. At the same time, it occurs frequently. In this cas…
View article: Fuzzy Analytic Hierarchy Process Evaluation Method in Assessing Corrosion Damage of Reinforced Concrete Bridges
Fuzzy Analytic Hierarchy Process Evaluation Method in Assessing Corrosion Damage of Reinforced Concrete Bridges Open
Effective method used to deal with the corrosion damage condition of any concrete bridge superstructure will help decision makers of bridge management agencies to better choose repair material, and optimize repair method. Simplified corros…
View article: Counting Compositions over Finite Abelian Groups
Counting Compositions over Finite Abelian Groups Open
We find the number of compositions over finite abelian groups under two types of restrictions: (i) each part belongs to a given subset and (ii) small runs of consecutive parts must have given properties. Waring's problem over finite fields…
View article: Counting compositions over finite abelian groups
Counting compositions over finite abelian groups Open
We find the number of compositions over finite abelian groups under two types of restrictions: (i) each part belongs to a given subset and (ii) small runs of consecutive parts must have given properties. Waring's problem over finite fields…
View article: Study on Finite Element Model Updating in Highway Bridge Static Loading Test Using Spatially-Distributed Optical Fiber Sensors
Study on Finite Element Model Updating in Highway Bridge Static Loading Test Using Spatially-Distributed Optical Fiber Sensors Open
A finite model updating method that combines dynamic-static long-gauge strain responses is proposed for highway bridge static loading tests. For this method, the objective function consisting of static long-gauge stains and the first order…
View article: Probabilistic lifetime performance and structural capacity analysis of continuous reinforced concrete slab bridges
Probabilistic lifetime performance and structural capacity analysis of continuous reinforced concrete slab bridges Open
A reliability-based method was developed for predicting the initiation time and the probability of flexural failure for continuous slab bridges with load-induced cracks exposed to chloride environment resulting from de-icing salts. A pract…
View article: Locally Restricted Sequential Structures and Runs of a Subcomposition in Integer Compositions
Locally Restricted Sequential Structures and Runs of a Subcomposition in Integer Compositions Open
We study part sizes of supercritical locally restricted sequential structures. This extends previous results about locally restricted integer compositions and part sizes in smooth supercritical compositional structures. Applications are gi…
View article: Corrosion Damage of Reinforcement Embedded in Reinforced Concrete Slab
Corrosion Damage of Reinforcement Embedded in Reinforced Concrete Slab Open
View article: Bipartite edge partitions and the former Alon-Saks-Seymour conjecture
Bipartite edge partitions and the former Alon-Saks-Seymour conjecture Open
A famous result of Graham and Pollak states that the complete graph with n vertices can be edge partitioned into n − 1, but no fewer, complete bipartite graphs. This result has led to the study of the relationship between the chromatic and…