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 |
CiteScorey = Citationsy + Citationsy-1 + Citationsy-2 + Citations y-3 / Published articlesy + Published articlesy-1 + Published articlesy-2 + Published articles y-3 |
Classification and adaptive behavior prediction of children with autism spectrum disorder based upon multivariate data analysis of markers of oxidative stress and DNA methylation |
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Does Atypical Lateralization Influence Comorbid Psychopathology in Children with Autism Spectrum Disorders? |
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DATA-DRIVEN MODELING IN BIOMEDICAL APPLICATIONS: THE SEARCH FOR BIOMARKERS IN AUTISM SPECTRUM DISORDER |
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Goncharenko AV. THE MODEL OF NEURAL ACTIVATION WITH STOCHASTIC ACTIVATION FUNCTION IS BASED ON THE DOCTRINE OF CONDITIONAL OPTIMALITY OF MULTI-OPTIONAL ENTROPY. Problems of friction and wear. (1 (82)): 58-62. |
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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. |
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GONCHARENKO A. THE DENSITY OF EXPENSIONAL DISTRIBUTION DERIVED WITH THE HAND OF CONDITIONAL OPTIMIZATION OF THE ENTROPY OF MULTI-OPTICAL HYBRID HYBRID. Problems of friction and wear. 2017 (4): 90-4. |
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A qualitative analysis of child protective services practice with children with developmental disabilities |
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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. |
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Goncharenko AV. Applying a multi-alternative entropy to a modern problem of Ukrainian agriculture for the land trade. |
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Classification and adaptive behavior prediction of children with autism spectrum disorder based upon multivariate data analysis of markers of oxidative stress and DNA methylation |
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Goncharenko AV. CONDITIONAL OPTIMALITY OF THE FORMULA OF CONCENTRATIONS REGARDING THEIR ENTROPY. Problems of friction and wear.; 2 (1 (78)): 85-8. |
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A Study on Pre-and Post-Competition State Anxiety among the Athletes |
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GONCHARENKO A. DIAGNOSTIC PROBLEM OF DETERMINATION OF APOSTERIOUS PROBABILITY THROUGH THE BAYES FORMULA OBTAINED BY IMPOSED OPTYPYCHYN OPTICHYPYCHIM Problems of friction and wear. 2017 (4): 95-9. |
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Oxidative stress and ageing in animals under thermal stress due to global warming: A perspective |
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Goncharenko AV. Aerohydrogas dynamics and flight dynamics. Part II. A: Flight dynamics. |
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Stress, Affective Status and Neurodegenerative Onslaughts |
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Childhood exercise as medicine: Extracurricular sport diminishes subsequent ADHD symptoms |
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Neuroteratology and Animal Modeling of Brain Disorders |
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Cognitive Benefits of Exercise Intervention |
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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. |
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