DATA-DRIVEN: MODELING AND LEARNING

Authors

  • Supriya A. Darunde Computer Science & Engineering Shri Sai College of Engineering and Technology, Bhadrawati, India
  • Vijay M. Rakhade Computer Science & Engineering Shri Sai College of Engineering and Technology, Bhadrawati, India
  • Lowlesh N. Yadav Computer Science & Engineering Shri Sai College of Engineering and Technology, Bhadrawati, India

DOI:

https://doi.org/10.59367/9s2pes65

Keywords:

Scientific disco identical, Big Data analysis, Biological ingredients, Integrated Computational Materials Science Engineering, oil and air industry, Artificial intelligence, Machine learning

Abstract

In the previous, data on which science and engineering are grounded was rare and regularly obtained by researchers proposed to validate a given premise. Each research was able to vintage only identical limited data. Today, data is copious and copiously collected in each research at an identical minor cost. Data-driven modelling and technical disco identical is a variation of pattern on how many glitches, both in science and engineering, are lectured. Some scientific pitches have been with artificial intelligence for some period due to the characteristic difficulty in obtaining laws and comparisons to label some singularities. However, today data-driven tactics are also overflowing pitches like mechanism and ingredients science, where the outdated approach seemed to be extremely reasonable. In this paper, we analyse the tender of data-driven modelling and model learning procedures to dissimilar pitches in science and engineering.

 

References

Fayyad U., Piatetsky-Saphiro G., Smyth P., From data mining to information disco identical in records, AI Mag. 17(3) (1996) 37–54.

T. Hey, Tansley S., Tolle K.M., The 4TH Paradigm: Data-Concentrated Scientific Detection, Vol.1, Microsoft Research, Redmond, WA, 2009.

Bishop C.M., Design Appreciation and Machine Learning, Material Science and Figures, Springer-Verlag New York Inc., Secaucus, NJ, USA, 2006.

Angelikopoulos P., Papadimitriou C, Loumoutsakos P., Data-driven, prognostic molecular subtleties for nanoscale movement imitations under indecision, Phys J.. Chem. B 117(47) 14808–14816 (2013).

Bourne P.E., Bonazzi V., Dunn M., Green E. D., Guyer M., Komatsoulis G., Larkin J., Russell B, The NIH giant data to information (BD2K) inventiveness, Amer J.. Med. Inform. Assoc. 22(6) (2015) 1114.

Merchant N., Lyons E., Goff S., Vaughn M., Ware D., Mickos D., Antin P., The I Plant cooperative: cyberinfrastructure for allowing data to disco-identical for the lifetime sciences, PLoS Biol. 14(1) (2016) e1002342.

Gaudinier A., Brady S.M., Charting transcriptional systems in floras: data-driven discoidentical of novel organic machines, Annu. Rev. Plant Biol. 67: 575–594 (2016).

Yan W., Lin S., Kafka O.L., Lian Y., Yu C., Liu Z., Yan J., Wolff S., Wu H., Ndip-Agbor E., Mozaffar M., Ehmann K., Cao J., Wagner G.J., Liu W.K., Data-driven multi-scale multi-physics replicas to derive process-structure-property relations for preservative industrial, Computer- Mechanical 61 (2018) 521–541.

Wang K., Sun W., A multiscale multi-penetrability poroplasticity model connected by recursive homogenizations and deep learning, Computer. Methods Appl. Mech-Eng. 334 (2018) 337–380.

Temizer I., Zohdi T.I., A arithmetical method for homogenization in non-linear pliability, Comput. Mech. 40 (2007) 281– 298.

Ryckelynck D., Hyper-reduction of mechanical reproductions involving interior variables, Int. NumerJ.. Methods Eng.

(1) (2009) 75–89.

Neron D., Ladeveze P., Proper comprehensive decomposition for multiscale and multiphysics difficulties, Arch. Comput. Approaches Eng. 17 (2010) 351–372.

Cremonesi M., Neron P.A., Guidault D., Ladeveze P., A PGD-based homogenization system for the determination of nonlinear multiscale difficulties, Comput. Methods Appl. Mech. Eng. 267 (2013) 275–292.

González D., Badias A., Alfaro I., Chinesta F, Cueto E., Archetypal order lessening for actual-period data adjustment through protracted Kalman strainers, Comput. Methods Appl. Mech. Eng. 326 (2017) 679–693.

Bessa M. A., Bostanabad R., Liu Z., Hu A., Apley D.W., Brinson C., Chen W., Liu W.K., A agenda for data-driven investigation of resources under uncertainly: contradicting the expletive of dimensionality, Comput. Methods Appl. Mech. Eng. 320 (2017) 633–667.

Paulson N.H., Priddy M.W., McDowell D.L., Kalidindi S.R., Data-driven compact-order models for vigorous-gathering the high cycle fatigue performance of polycrystalline microstructures, Mater. Des. 154 (2018) 170–183, https://doi .org /10 .1016 /j.matdes .2018 .05 .009.

Ganapathysubramanian B., Zabaras N., Modeling dispersion in random heterogeneous broadcasting: data-driven models, stochastic apposition and the variational multiscale technique, J. Comput. Phys. 226 (2007) 326–353.

Relun N., Neron D., Boucard P.A., A model drop method based on the PGD for elastic-viscoplastic computational investigation, Comput. Mech. 51 (2013) 83–92.

Zopf C., Kaliske M., Numerical classification of uncured elastomers by a neural network based tactic, Comput. Struct. 182 (2017) 504–525.

Kopal I., Labaj I., Harnicarova M., Valicek J., Hruby D., Forecast of the stretchable response of carbon black filled rubber blends by the artificial neural network, Polymers 10(6) (2018) 644.

Serafinska A., Hassoun N., Kaliske M., Numerical optimization of wear presentation. Applying a metamodel-based abrasion law, Comput. Struct. 165 (2016) 10–23.

Graf W., Gutz M., Leichsenring F., Kaliske M., Computational aptitude for the effectual numerical enterprise of assemblies with undefined parameters, in 2015 IEEE Symposium Sequence on Computational Intelligence, 2015, pp.1824– 1831.

Bhattacharjee S., Matous K., A nonlinear manifold-based concentrated order archetypal for multiscale investigation of heterogeneous hyperelastic ingredients, J.Com-put. Phys. 313 (2016) 635–653.

Sussman T., Bathe K.J., A model of incompressible isotropic hyperelastic substantial behaviour using spline interruptions of tightness-density data, Commun. Numer. Methods Eng. 25(1) (2009) 53–63.

Crespo J., Latorre M., Montans F.J., WYSIWYG hyperelasticity for isotropic, squeezable ingredients, Comput. Mech. 59(1) (2017) 73–92.

Kadlec P., Gabrys B., Strandt S., Data-driven lenient sensors in the procedure manufacturing, Comput. Chem. Eng. 33(4) (2009) 795–814.

Yin S., Ding S.X., Sari A.H.A., Hao H., Data-driven monitoring for stochastic structures and its tender on the batch procedure, Int. J. Syst. Sci. 44(7) (2013) 1366–1376.

Vaghefi S.A., Jafari M.A, Zhu J., Brouwer J., Lu Y., A fusion physics-based and data-driven tactic to optimum control of construction cooling/heating system, IEEE Trans. Autom. Sci. Eng. 13(2) (2014) 600–610.

Holdaway K.R., Harness Oil and Air Big Data with Analytics: Enhance Exploration and Manufacture with Data-Driven Models, Wiley, New Jersey, 2014.

Esmaili S., Mohaghegh S.D., Full pitch reservoir modelling of slate assets using progressive data-driven analytics, Geosci. Front. 7(1) (2016) 11–20.

Zhang Y., He J., Yang C., Xie J., Fitzmorris R., Wen X. H., A physics-grounded data-driven model for history corresponding, estimate, and characterisation of alternative, Soc. Pet. Eng. J. 23(4) (2018) SPE-191126-PA.

Guo Z., Reynolds A. C., Zhao H., A physics-based data-driven model for antiquity identical, estimate, and characterisation of waterflooding presentation, Soc. Pet. Eng. J. (2018), https://doi .org /10 .2118 /182660 -PA.

Lowlesh Nandkishor Yadav, “Predictive Acknowledgement using TRE System to reduce Cost and Bandwidth”

IJRECE VOL. 7 ISSUE 1 (JANUARY- MARCH 2019) pg. no 275-278.

Downloads

Published

2024-03-11

Issue

Section

Articles

How to Cite

DATA-DRIVEN: MODELING AND LEARNING. (2024). International Journal of Futuristic Innovation in Arts, Humanities and Management (IJFIAHM), 3(1), 234-246. https://doi.org/10.59367/9s2pes65

Similar Articles

1-10 of 109

You may also start an advanced similarity search for this article.