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Prediction of Two-Dimensional Group IV Nitrides AxNy (A = Sn, Ge, or Si): Diverse Stoichiometric Ratios, Ferromagnetism, and Auxetic Mechanical Property

The journal of physical chemistry letters, 2022-10, Vol.13 (40), p.9316-9325

2022

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MicroRNA‐539 promotes osteoblast proliferation and differentiation and osteoclast apoptosis through the AXNA‐dependent Wnt signaling pathway in osteoporotic rats

Journal of cellular biochemistry, 2018-11, Vol.119 (10), p.8346-8358

2018

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AxNN: energy-efficient neuromorphic systems using approximate computing

2014 IEEE/ACM International Symposium on Low Power Electronics and Design (ISLPED), 2014, p.27-32

2014

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Retracted : MicroRNA‐539 promotes osteoblast proliferation and differentiation and osteoclast apoptosis through the AXNA‐dependent Wnt signaling pathway in osteoporotic rats

Journal of cellular biochemistry, 2018-10, Vol.119 (10), p.8346-8358

2018

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Facile synthesis, structure and physical properties of 3R-AxNbS2 (A = Li, Na)

Journal of alloys and compounds, 2016-04, Vol.663, p.225-229

2016

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AXNet: ApproXimate computing using an end-to-end trainable neural network

2018 IEEE/ACM International Conference on Computer-Aided Design (ICCAD), 2018, p.1-8

2018

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Dynamics of the nonlinear rational difference equation xn+1=Axn−αxn−β+Bxn−γCxn−αxn−β+Dxn−γ

Indian journal of pure and applied mathematics, 2019-06, Vol.50 (2), p.385-401

2019

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On the Difference equation xn+1=axn−l+bxn−k+cxn−sdxn−s−e

Mathematical methods in the applied sciences, 2017-02, Vol.40 (3), p.535-545

El‐Dessoky, Mohamed M.

2017

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Global asymptotic stability of the higher order equation xn+1=axn+bxn-kA+Bxn-k

Journal of applied mathematics & computing, 2017-10, Vol.55 (1-2), p.135-148

2017

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Solution of the Maximum of Difference Equation xn+1=max{Axn−1,ynxn};yn+1=max{Ayn−1,xnyn}\matrix{ {x_{n + 1} = max \left\{ {{A \over {x_{n - 1} }},{{y_n } \over {x_n }}} \right\};} & {y_{n + 1} = max \left\{ {{A \over {y_{n - 1} }},{{x_n } \over {y_n }}} \right\}}}

Applied mathematics and nonlinear sciences, 2020-03, Vol.5 (1), p.275-282

2020

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On the max-type equation xn+1 = max{Axn Xn―2}

Nonlinear analysis, 2009-08, Vol.71 (3-4), p.910-922

2009

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Theoretical investigation on radiation tolerance of M（n＋1）AXn phases

中国物理B：英文版, 2017, Vol.26 (6), p.106-113

殷克迪张西通黄庆薛建明

2017

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Magnetic and electrical/thermal transport properties of Mn-doped M n +1 AXn phase compounds Cr2− x Mn x GaC (0 ≤ x ≤ 1)

Journal of applied physics, 2013-02, Vol.113 (5)

2013

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On the positive solutions of the difference equation xn+1= axn-1 1+bxnxn-1

Applied mathematics and computation, 2004-09, Vol.156 (2), p.587-590

CINAR, Cengiz

2004

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R. v AXN; R v ZAR

Criminal law review, 2016-09 (9), p.681

Harris, Lyndon

2016

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On the recursive sequence xn = axn-1+bxn-2/c+dxn-1xn-2

Applied mathematics and computation, 2005-03, Vol.162 (3), p.1485-1497

2005

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Repurposing Xylan Biowastes for Sustainable Household Detergents

ACS sustainable chemistry & engineering, 2023-02, Vol.11 (7), p.2949-2958

2023

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On the dynamics of the nonlinear rational difference equation xn+1=Axn+Bxn−k+Cxn−l+bxn−k/dxn−k−exn−l

Journal of the Egyptian Mathematical Society, 2015-10, Vol.23 (3), p.494-499

2015

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Protective effects of da chai hu granules (DCHKL) against alloxan (AXN)-induced rat pancreatic islets damage

Yao hsüeh hsüeh pao, 2013-09, Vol.48 (9), p.1403

2013

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ARMY PARTNERS WITH AXNES ON EQUIPPING M88 WITH WIRELESS INTERCOM SYSTEM

Inside the Pentagon's Inside the Army, 2024-01, Vol.36 (3)

Schere, Dan

2024

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Enhancing heat transfer in MHD Falkner's‐Skan flow with thermal radiation, free convection and dusty fluid between parallel plates

Heat transfer (Hoboken, N.J. Print), 2024-05, Vol.53 (3), p.1408-1424

2024

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Predictive Concept for Lone-Pair Distortions − DFT and Vibronic Model Studies of AXn-(n-3) Molecules and Complexes (A = NIII to BiIII; X = F-I to I-I; n = 3−6)

Journal of the American Chemical Society, 2002-06, Vol.124 (23), p.6693-6705

2002

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Registration of AxN‐1‐55 Soybean Germplasm with Partial Resistance to Sclerotinia Stem Rot

Crop science, 2006-05, Vol.46 (3), p.1403-1403

2006

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The Asymptotic Stability of xn+1 − axn + bxn−k = 0

Journal of mathematical analysis and applications, 1994-12, Vol.188 (3), p.719-731

Kuruklis, S.A.

1994

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Gating mechanisms for biological electron transfer: Integrating structure with biophysics reveals the nature of redox control in cytochrome P450 reductase and copper-dependent nitrite reductase

FEBS letters, 2012-03, Vol.586 (5), p.578-584

2012

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Prediction of Two-Dimensional Group IV Nitrides AxNy (A = Sn, Ge, or Si): Diverse Stoichiometric Ratios, Ferromagnetism, and Auxetic Mechanical Property

MicroRNA‐539 promotes osteoblast proliferation and differentiation and osteoclast apoptosis through the AXNA‐dependent Wnt signaling pathway in osteoporotic rats

AxNN: energy-efficient neuromorphic systems using approximate computing

Retracted : MicroRNA‐539 promotes osteoblast proliferation and differentiation and osteoclast apoptosis through the AXNA‐dependent Wnt signaling pathway in osteoporotic rats

Facile synthesis, structure and physical properties of 3R-AxNbS2 (A = Li, Na)

AXNet: ApproXimate computing using an end-to-end trainable neural network

Dynamics of the nonlinear rational difference equation xn+1=Axn−αxn−β+Bxn−γCxn−αxn−β+Dxn−γ

On the Difference equation xn+1=axn−l+bxn−k+cxn−sdxn−s−e

Global asymptotic stability of the higher order equation xn+1=axn+bxn-kA+Bxn-k

Solution of the Maximum of Difference Equation xn+1=max{Axn−1,ynxn};yn+1=max{Ayn−1,xnyn}\matrix{ {x_{n + 1} = max \left\{ {{A \over {x_{n - 1} }},{{y_n } \over {x_n }}} \right\};} & {y_{n + 1} = max \left\{ {{A \over {y_{n - 1} }},{{x_n } \over {y_n }}} \right\}}}

On the max-type equation xn+1 = max{Axn Xn―2}

Theoretical investigation on radiation tolerance of M（n＋1）AXn phases

Magnetic and electrical/thermal transport properties of Mn-doped M n +1 AXn phase compounds Cr2− x Mn x GaC (0 ≤ x ≤ 1)

On the positive solutions of the difference equation xn+1= axn-1 1+bxnxn-1

R. v AXN; R v ZAR

On the recursive sequence xn = axn-1+bxn-2/c+dxn-1xn-2

Repurposing Xylan Biowastes for Sustainable Household Detergents

On the dynamics of the nonlinear rational difference equation xn+1=Axn+Bxn−k+Cxn−l+bxn−k/dxn−k−exn−l

Protective effects of da chai hu granules (DCHKL) against alloxan (AXN)-induced rat pancreatic islets damage

ARMY PARTNERS WITH AXNES ON EQUIPPING M88 WITH WIRELESS INTERCOM SYSTEM

Enhancing heat transfer in MHD Falkner's‐Skan flow with thermal radiation, free convection and dusty fluid between parallel plates

Predictive Concept for Lone-Pair Distortions − DFT and Vibronic Model Studies of AXn-(n-3) Molecules and Complexes (A = NIII to BiIII; X = F-I to I-I; n = 3−6)

Registration of AxN‐1‐55 Soybean Germplasm with Partial Resistance to Sclerotinia Stem Rot

The Asymptotic Stability of xn+1 − axn + bxn−k = 0

Gating mechanisms for biological electron transfer: Integrating structure with biophysics reveals the nature of redox control in cytochrome P450 reductase and copper-dependent nitrite reductase

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