Results 141 to 150 of about 9,579,210 (402)
This study explores how sepsis affects GC progression by creating an immunosuppressive environment. Our findings reveal that sepsis promotes immune dysregulation, enhancing tumor growth and metastasis. Targeting the PD‐1/PD‐L1 pathway with monoclonal antibodies shows potential for restoring immune function and improving outcomes in cancer patients ...
Yiding Wang+10 more
wiley +1 more source
On Common Fixed Point Results for New Contractions with Applications to Graph and Integral Equations
The investigation of symmetric/asymmetric structures and their applications in mathematics (in particular in operator theory and functional analysis) is useful and fruitful. A metric space has the property of symmetry.
Haitham Qawaqneh+3 more
doaj +1 more source
The functional equation of the zeta function of a global field [PDF]
We write down the functional equation of the zeta function of a global field. This equation is implicit in Weil's ``Basic Number Theory''.
arxiv
ON A COMPOSITE FUNCTIONAL EQUATION
We determine all continuous functions / : (0, oo) —• (0, oo) satisfying the functional equation /(xG(/(s))) = /(z)G (/(*)) where G is continuous and strictly increasing function such that 1 € G((0,oo)).
Matkowski, Janusz, Okrzesik, Jolanta
openaire +4 more sources
On the stability of an affine functional equation
In this paper, we obtain the general solution and we prove the generalized Hyers-Ulam stability for an affine functional equation.
L. Cadariu, L. Gǎvruţa, P. Gǎvruţa
semanticscholar +1 more source
This study shows that patients with gastrointestinal adenocarcinomas can be stratified into six distinct subtypes based on genome‐scale DNA methylation profiling. This stratification, achieved using a robust analytical framework, aligns with established tumor characteristics and holds potential to support prognostication.
Rita Pinto+3 more
wiley +1 more source
Transportation Cost Inequalities for Neutral Functional SDEs [PDF]
A class of functional differential equations are investigated. Using the Girsanov-transformation argument we establish the quadratic transportation cost inequalities for a class of finite-dimensional neutral functional stochastic differential equations and infinite-dimensional neutral functional stochastic partial differential equations under different
arxiv
On Jensen's functional equation
Letf be a map from a groupG into an abelian groupH satisfyingf(xy) + f(xy−1) = 2f(x), f(e) = 0, wherex, y ∈ G ande is the identity inG. A set of necessary and sufficient conditions forS(G, H) = Hom(G, H) is given whenG is abelian, whereS(G, H) denotes all the solutions of the functional equation. The case whenG is non-abelian is also discussed.
Vasudeva, H.L., Parnami, J.C.
openaire +2 more sources
Remarks on hyperstability of the Cauchy functional equation
We present some simple observations on hyperstability for the Cauchy equation on a restricted domain. Namely, we show that (under some weak natural assumptions) functions that satisfy the equation approximately (in some sense), must be actually solutions
J. Brzdȩk
semanticscholar +1 more source