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 10, which means every article in Clinical and Experimental Psychology has got 10 average citations.

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

	2022	2021	2020	2019	2018
Year wise published articles	29	60	20	11	24
Year wise citations received	65	63	62	56	53

Journal total citations count	423
Journal Impact Factor	1.39
Journal 5 years Impact Factor	2.03
Journal CiteScore	1.99
Journal h-index	10

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

Viktorovych A. GENERALIZATIONS FOR THE MAXIMUM PROBABILITY OF THE DEGRADATION STATE WITHIN THE DOCTRINE OF CONDITIONAL OPTIMALITY OF HYBRID-OPTION. Problems of friction and wear.; 2 (1 (78)): 89-92. View at Publisher View at Google Scholar
Goncharenko AV. An example of an alternative method of deriving the density of a normal distribution through the concept of optimality of multi-option. Electronics and control systems. 2017; 3 (53): 95-9. View at Publisher View at Google Scholar
Determinants Affecting the Perception toward Mental Health Problems among Residents at Oman Medical Specialty Board; Across Sectional Correlative Study View at Publisher View at Google Scholar
Goncharenko AV. ONE THEORETICAL ASPECT OF THE APPLICATION OF THE ENTROPY PARADIGM TO THE PROBLEMS OF TRIBOLOGY. Problems of friction and wear. (1 (74)): 78-83. View at Publisher View at Google Scholar
Goncharenko AV. Applying a multi-alternative entropy to a modern problem of Ukrainian agriculture for the land trade. View at Publisher View at Google Scholar
Kasianov VA, Goncharenko AV. Mankiw–Romer–Weil model application to the world SARS COVID-19 pandemic airworthiness support business prospective evaluation. View at Publisher View at Google Scholar
Goncharenko AV. CONDITIONAL OPTIMALITY OF THE FORMULA OF CONCENTRATIONS REGARDING THEIR ENTROPY. Problems of friction and wear.; 2 (1 (78)): 85-8. View at Publisher View at Google Scholar
An ERP Study on Metaphors in Chinese Two-character Expression View at Publisher View at Google Scholar
?????????? ?. ??????????????? ???????? ??????????? ????????????? ??????????? ????? ??????? ??????, ?????????? ????? ??????????????? ??????????? ???????? ?????-????????? ????????? ???????. ???????? ????? ?? ??????????. 2017(4):95-9. View at Publisher View at Google Scholar
Goncharenko AV. Aerohydrogas dynamics and flight dynamics. Part II. A: Flight dynamics. View at Publisher View at Google Scholar
Goncharenko AV. Ocean heat transport simulation model based upon the doctrine of the conditional optimization of the hybrid functions entropy. View at Publisher View at Google Scholar
Goncharenko AV. BASIC EXAMPLE OF INTERPRETATIONS OF MATHEMATICAL LOGIC TO FIND OUT THE CHARACTERISTICS OF TRIBOLOGICAL PROCESSES. Problems of friction and wear. (4 (81)): 50-3. View at Publisher View at Google Scholar
Goncharenko AV. The concept of optimality of multi-optionality in the simulation of ideal gas isothermal processes. Electronics and control systems. 2017; 2 (52): 94-7. View at Publisher View at Google Scholar
Goncharenko AV. THE DENSITY OF THE EXPONENTIAL DISTRIBUTION IS DERIVED WITH THE HELP OF CONDITIONAL OPTIMIZATION OF THE ENTROPY OF MULTI-OPTIONAL HYBRID FUNCTIONS. Problems of friction and wear.; 1 (4 (77)): 90-4. View at Publisher View at Google Scholar
Goncharenko AV. DIAGNOSTIC PROBLEM OF DETERMINATION OF APOSTERIOR PROBABILITY THROUGH THE BYEAS FORMULA OBTAINED BY CONDITIONAL OPTIMIZATION OF BAGATIYA BAGATYA ENTHROPY. Problems of friction and wear.; 1 (4 (77)): 95-9. View at Publisher View at Google Scholar
Kasianov VA, Goncharenko AV. Elements of entropy conflict theory. Applications to the military conflicts. View at Publisher View at Google Scholar
Goncharenko AV. Operational Documentation (ICAO Doc 9760). View at Publisher View at Google Scholar
Goncharenko AV. Scientific research practices: self-study method guide. Part I. View at Publisher View at Google Scholar
Cognitive Health and Brain Plasticity due to Physical Exercise during Ageing View at Publisher View at Google Scholar
Goncharenko AV. Aerohydrogasdynamics and Flight Dynamics. Part II. A: Flight Dynamics. View at Publisher View at Google Scholar
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Clinical and Experimental Psychology

Citations Report

Clinical and Experimental Psychology : Citations & Metrics Report

Important Citations

Viktorovych A. GENERALIZATIONS FOR THE MAXIMUM PROBABILITY OF THE DEGRADATION STATE WITHIN THE DOCTRINE OF CONDITIONAL OPTIMALITY OF HYBRID-OPTION. Problems of friction and wear.; 2 (1 (78)): 89-92.

Goncharenko AV. An example of an alternative method of deriving the density of a normal distribution through the concept of optimality of multi-option. Electronics and control systems. 2017; 3 (53): 95-9.

Determinants Affecting the Perception toward Mental Health Problems among Residents at Oman Medical Specialty Board; Across Sectional Correlative Study

Goncharenko AV. ONE THEORETICAL ASPECT OF THE APPLICATION OF THE ENTROPY PARADIGM TO THE PROBLEMS OF TRIBOLOGY. Problems of friction and wear. (1 (74)): 78-83.

Goncharenko AV. Applying a multi-alternative entropy to a modern problem of Ukrainian agriculture for the land trade.

Kasianov VA, Goncharenko AV. Mankiw–Romer–Weil model application to the world SARS COVID-19 pandemic airworthiness support business prospective evaluation.

Goncharenko AV. CONDITIONAL OPTIMALITY OF THE FORMULA OF CONCENTRATIONS REGARDING THEIR ENTROPY. Problems of friction and wear.; 2 (1 (78)): 85-8.

An ERP Study on Metaphors in Chinese Two-character Expression

?????????? ?. ??????????????? ???????? ??????????? ????????????? ??????????? ????? ??????? ??????, ?????????? ????? ??????????????? ??????????? ???????? ?????-????????? ????????? ???????. ???????? ????? ?? ??????????. 2017(4):95-9.

Goncharenko AV. Aerohydrogas dynamics and flight dynamics. Part II. A: Flight dynamics.

Goncharenko AV. Ocean heat transport simulation model based upon the doctrine of the conditional optimization of the hybrid functions entropy.

Goncharenko AV. BASIC EXAMPLE OF INTERPRETATIONS OF MATHEMATICAL LOGIC TO FIND OUT THE CHARACTERISTICS OF TRIBOLOGICAL PROCESSES. Problems of friction and wear. (4 (81)): 50-3.

Goncharenko AV. The concept of optimality of multi-optionality in the simulation of ideal gas isothermal processes. Electronics and control systems. 2017; 2 (52): 94-7.

Goncharenko AV. THE DENSITY OF THE EXPONENTIAL DISTRIBUTION IS DERIVED WITH THE HELP OF CONDITIONAL OPTIMIZATION OF THE ENTROPY OF MULTI-OPTIONAL HYBRID FUNCTIONS. Problems of friction and wear.; 1 (4 (77)): 90-4.

Goncharenko AV. DIAGNOSTIC PROBLEM OF DETERMINATION OF APOSTERIOR PROBABILITY THROUGH THE BYEAS FORMULA OBTAINED BY CONDITIONAL OPTIMIZATION OF BAGATIYA BAGATYA ENTHROPY. Problems of friction and wear.; 1 (4 (77)): 95-9.

Kasianov VA, Goncharenko AV. Elements of entropy conflict theory. Applications to the military conflicts.

Goncharenko AV. Operational Documentation (ICAO Doc 9760).

Goncharenko AV. Scientific research practices: self-study method guide. Part I.

Cognitive Health and Brain Plasticity due to Physical Exercise during Ageing

Goncharenko AV. Aerohydrogasdynamics and Flight Dynamics. Part II. A: Flight Dynamics.

Journal Highlights

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