Results 61 to 70 of about 1,406 (208)

Real‐Time Multicolor Fluorescence Microscopy via Cross‐Channel Acquisition and Deep‐Learning‐Based Inference

Advanced Intelligent Discovery, EarlyView.
Sequential multicolor fluorescence imaging in dynamic microsystems is constrained by acquisition speed and excitation dose. This study introduces a real‐time framework to reconstruct spectrally separated channels from reduced cross‐channel acquisitions (frames containing mixed spectral contributions).
Juan J. Huaroto, Yuxin Jin, Nicholas Roy, Sarthak Misra   +3 more
wiley   +1 more source

The chromatic symmetric function in the star-basis

Discrete Mathematics
36 pages, 8 ...
Michael Gonzalez 0003, Rosa Orellana, Mario Tomba   +2 more
openaire   +2 more sources

The Newton polytope and Lorentzian property of chromatic symmetric functions

, 2023
Chromatic symmetric functions are well-studied symmetric functions in algebraic combinatorics that generalize the chromatic polynomial and are related to Hessenberg varieties and diagonal harmonics.
Morales, Alejandro H., Matherne, Jacob P., Selover, Jesse   +2 more
core  

VALIANT: A Vision‐Authenticity Language Framework Through Integrated Experts and Aligned Numerical‐Textual Descriptors for Citri Reticulatae Pericarpium

Advanced Intelligent Systems, EarlyView.
Visual features, numerical descriptors, and controlled textual attributes extracted from smartphone images of Chenpi are integrated by VALIANT, a tailored multimodal framework for simultaneous storage‐age classification and authenticity verification. The workflow distinguishes genuine products from suspicious standard operating procedure mimics while ...
Simon C. K. Chan, Bingxin Huang, Hannah H. Kim, Wentao Yu, Yinqian Luo, Terence T. W. Wong   +5 more
wiley   +1 more source

The $e$-positivity of the chromatic symmetric functions and the inverse Kostka matrix

, 2023
We expand the chromatic symmetric functions for Dyck paths of bounce number three in the elementary symmetric function basis using a combinatorial interpretation of the inverse of the Kostka matrix studied in E\u{g}ecio\u{g}lu-Remmel (1990).
Wang, Shiyun
core  

Vertex-weighted Generalizations of Chromatic Symmetric Functions

, 2020
Defined by Richard Stanley in the early 1990s, the chromatic symmetric function XG of a graph G enumerates for each integer partition λ of :V (G): the number of proper colorings of G that partition V (G) into stable sets of sizes equal to the parts of λ.
Crew, Logan, Crew, Logan Taylor
core  

Bounds on the complex zeros of (Di)Chromatic polynomials and Potts-model partition functions

, 2001
We show that there exist universal constants C(r) such that, for all loopless graphs G of maximum degree less than or equal to r, the zeros (real or complex) of the chromatic polynomial P-G(q) lie in the disc \q\ 7.963907r.
Sokal, AD
core  

Degradation Mechanisms, Encapsulation‐Based Stabilization, and Analytical Detection of Vitamin A

Journal of the American Oil Chemists' Society, EarlyView.
ABSTRACT Vitamin A is an important lipid‐soluble micronutrient essential for vision, immune function, and overall growth and development. However, vitamin A is unstable and susceptible to environmental factors because of its conjugated structure and inherent chemical reactivity.
Latheesha Abeywardana, Thambaramala V. Gamage, Tanoj K. Singh, Shuaifei Zhao, Amy Logan, Lingxue Kong   +5 more
wiley   +1 more source

A Noncommutative Chromatic Symmetric Function

, 1999
33 ...
Gebhard, David D., Sagan, Bruce E.
openaire   +2 more sources

e-basis Coefficients of Chromatic Symmetric Functions

, 2022
A well-known result of Stanley's shows that given a graph $G$ with chromatic symmetric function expanded into the basis of elementary symmetric functions as $X_G = \sum c_{\lambda}e_{\lambda}$, the sum of the coefficients $c_{\lambda}$ for $\lambda$ with
Zhang, Yongxing, Crew, Logan
core