Clinical and Experimental Psychology

Citations Report

Clinical and Experimental Psychology : Citations & Metrics Report

Articles published in Clinical and Experimental Psychology have been cited by esteemed scholars and scientists all around the world. Clinical and Experimental Psychology has got h-index 11, which means every article in Clinical and Experimental Psychology has got 11 average citations.

Following are the list of articles that have cited the articles published in Clinical and Experimental Psychology.

Clinical and Experimental Psychology has got h-index 11, which means every article in Clinical and Experimental Psychology has got 11 average citations.

Following are the list of articles that have cited the articles published in Clinical and Experimental Psychology.

	2023	2022	2021	2020	2019
Total published articles	35	29	60	20	11
Conference proceedings	0	0	0	0	67
Citations received as per Google Scholar, other indexing platforms and portals	73	64	66	64	55

Journal total citations count	477
Journal impact factor	2.35
Journal 5 years impact factor	2.16
Journal cite score	2.01
Journal h-index	11
Journal h-index since 2019	9

Journal Impact Factor 2020 formula
IF= Citations(y)/{Publications(y-1)+ Publications(y-2)} Y= Year
Journal 5-year Impact Factor 2020 formula
Citations(2016 + 2017 + 2018 + 2019 + 2020)/ {Published articles(2016 + 2017 + 2018 + 2019 + 2020)}
Journal CiteScore
CiteScore_y = Citations_y + Citations_y-1 + Citations_y-2 + Citations _y-3 / Published articles_y + Published articles_y-1 + Published articles_y-2 + Published articles _y-3

Important Citations

Goncharenko AV. Neuron model sigmoid activation function based on multi-optional functions entropy conditional optimization doctrine. Electronics and control systems.. 2018(4):108-14. View at Publisher View at Google Scholar
Kasianov VA, Goncharenko AV. Dynamical rating forecast. View at Publisher View at Google Scholar
Goncharenko ?V. A neuron stochastic sigmoid firing function model constructed on the multi-optional functions entropy conditional optimality doctrine. ???????? ????? ?? ??????????. 2019(1):58-62. View at Publisher View at Google Scholar
Kasianov VA, Goncharenko AV. Entropy methods of human factor analysis applied to the problem of safety of aviation. View at Publisher View at Google Scholar
Goncharenko AV. Neuron model sigmoid activation function based on multi-optional functions entropy conditional optimization doctrine. Electronics and control systems.. 2018(4):108-14. View at Publisher View at Google Scholar
Kasianov VA, Goncharenko AV. Entropy methods of human factor analysis applied to the problem of safety of aviation. View at Publisher View at Google Scholar
Martial Arts Beyond a Vision View at Publisher View at Google Scholar
Goncharenko AV. Symmetrical solution for a reliability problem within the multi-optional uncertainty degree evaluation doctrine. View at Publisher View at Google Scholar
Goncharenko AV. Applicability of the multi-optional uncertainty conditional optimality doctrine to the neuron firing model. View at Publisher View at Google Scholar
Goncharenko AV. Symmetrical solution for a reliability problem within the multi-optional uncertainty degree evaluation doctrine. View at Publisher View at Google Scholar
Goncharenko AV. Example applications of the algebra of logics to the decision making problems of the aircraft airworthiness support technologies (aviation legislation and operational documentation concern). View at Publisher View at Google Scholar
Cognitive Decline in Patients with Anorexia Nervosa: Which Cognitive Domains are Most Vulnerable and Need to be Considered? View at Publisher View at Google Scholar
Goncharenko AV. Optimal optional-hybrid functions distribution for a reliability problem within the “multi-optionality” uncertainty degree evaluation doctrine. View at Publisher View at Google Scholar
Goncharenko AV. Initial considerations for the multi-optional doctrine implementation to the aircraft airworthiness support effectiveness estimations. View at Publisher View at Google Scholar
Goncharenko AV. Applicability of the multi-optional uncertainty conditional optimality doctrine to the neuron firing model. View at Publisher View at Google Scholar
Goncharenko AV. The Bayes’ formula in terms of the multi-optional uncertainty conditional optimality doctrine. View at Publisher View at Google Scholar
Goncharenko AV. Concentrations formula conditional optimality with respect to their entropy. ???????? ????? ?? ??????????. 2018(1):85-8. View at Publisher View at Google Scholar
Goncharenko AV. Example applications of the algebra of logics to the decision making problems of the aircraft airworthiness support technologies (aviation legislation and operational documentation concern). View at Publisher View at Google Scholar
Goncharenko AV. Concentrations formula conditional optimality with respect to their entropy. ???????? ????? ?? ??????????. 2018(1):85-8. View at Publisher View at Google Scholar
Goncharenko AV. Aeronautical engineering degrading state maximal probability determination as a proof for the hybrid-optional functions entropy conditional optimality doctrine application. View at Publisher View at Google Scholar
Prev 1 2 ... 5 6 7 8 9 10 11 12 13 14 15 16 17 Next »

Clinical and Experimental Psychology

Citations Report

Clinical and Experimental Psychology : Citations & Metrics Report

Important Citations

Goncharenko AV. Neuron model sigmoid activation function based on multi-optional functions entropy conditional optimization doctrine. Electronics and control systems.. 2018(4):108-14.

Kasianov VA, Goncharenko AV. Dynamical rating forecast.

Goncharenko ?V. A neuron stochastic sigmoid firing function model constructed on the multi-optional functions entropy conditional optimality doctrine. ???????? ????? ?? ??????????. 2019(1):58-62.

Kasianov VA, Goncharenko AV. Entropy methods of human factor analysis applied to the problem of safety of aviation.

Goncharenko AV. Neuron model sigmoid activation function based on multi-optional functions entropy conditional optimization doctrine. Electronics and control systems.. 2018(4):108-14.

Kasianov VA, Goncharenko AV. Entropy methods of human factor analysis applied to the problem of safety of aviation.

Martial Arts Beyond a Vision

Goncharenko AV. Symmetrical solution for a reliability problem within the multi-optional uncertainty degree evaluation doctrine.

Goncharenko AV. Applicability of the multi-optional uncertainty conditional optimality doctrine to the neuron firing model.

Goncharenko AV. Symmetrical solution for a reliability problem within the multi-optional uncertainty degree evaluation doctrine.

Goncharenko AV. Example applications of the algebra of logics to the decision making problems of the aircraft airworthiness support technologies (aviation legislation and operational documentation concern).

Cognitive Decline in Patients with Anorexia Nervosa: Which Cognitive Domains are Most Vulnerable and Need to be Considered?

Goncharenko AV. Optimal optional-hybrid functions distribution for a reliability problem within the “multi-optionality” uncertainty degree evaluation doctrine.

Goncharenko AV. Initial considerations for the multi-optional doctrine implementation to the aircraft airworthiness support effectiveness estimations.

Goncharenko AV. Applicability of the multi-optional uncertainty conditional optimality doctrine to the neuron firing model.

Goncharenko AV. The Bayes’ formula in terms of the multi-optional uncertainty conditional optimality doctrine.

Goncharenko AV. Concentrations formula conditional optimality with respect to their entropy. ???????? ????? ?? ??????????. 2018(1):85-8.

Goncharenko AV. Example applications of the algebra of logics to the decision making problems of the aircraft airworthiness support technologies (aviation legislation and operational documentation concern).

Goncharenko AV. Concentrations formula conditional optimality with respect to their entropy. ???????? ????? ?? ??????????. 2018(1):85-8.

Goncharenko AV. Aeronautical engineering degrading state maximal probability determination as a proof for the hybrid-optional functions entropy conditional optimality doctrine application.

Journal Highlights

Journal Flyer

+447362049920