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ddi severity classification algorithms  (Carollo Engineers)

 
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    Carollo Engineers ddi severity classification algorithms
    Ddi Severity Classification Algorithms, supplied by Carollo Engineers, used in various techniques. Bioz Stars score: 86/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/product/classification/algorithms+classification+ddi+severity/pm42261122-78-8-24
    Average 86 stars, based on 1 article reviews
    ddi severity classification algorithms - by Bioz Stars, 2026-10
    86/100 stars

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    Article Title: On the scaling relations of bulges and early-type galaxies
    Article Snippet: Using the results for MNRAS 506, 452–467 (2021) D ow nloaded from https://academ ic.oup.com /m nras/article/506/1/452/6307043 by guest on 28 June 2024 galaxy central components classification in HST (Hubble Space Telescope) V and H bands from Carollo et al. (2002; which at that time had the best statistics), complemented with their classifications for the galaxies not fitted in Carollo et al. (2002) sample, Kormendy & Kennicutt (2004) find the proportion of classical and pseudo-bulges to be as high as 50 per cent, 60 per cent, and 44 per cent in S0Sa, Sab, and Sb galaxies.

    Introduce:

    Article Title: Identification, reliability, and validity of drug-drug interaction checkers in chronic diseases: A systematic review.
    Article Snippet: where hospital admissions data were screened of a Czech Republic hospital.. Medication regimens and clinical outcomes were assessed with the Drug Interaction Probability scale (DIPS) and those that scored at least 2 points were assessed against Lexicomp and Micromedex.. The clinical outcomes were treated as a reference standard, which the authors concluded that Lexicomp was more sensitive, whereas Micromedex had greater specificity (Ocovska et al., 2022).



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    Coronal Plane Alignment of the Knee <t>(CPAK)</t> classification with nine theoretical knee types. Source : Adapted from MacDessi et al. . <t>aHKA,</t> <t>arithmetic</t> hip–knee–ankle angle; HKA, hip–knee–ankle angle; JLO, joint line obliquity; LDFA, lateral distal femoral angle; MPTA, medial proximal tibial angle.
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    Coronal Plane Alignment of the Knee (CPAK) classification with nine theoretical knee types. Source : Adapted from MacDessi et al. . aHKA, arithmetic hip–knee–ankle angle; HKA, hip–knee–ankle angle; JLO, joint line obliquity; LDFA, lateral distal femoral angle; MPTA, medial proximal tibial angle.

    Journal: Journal of Experimental Orthopaedics

    Article Title: Speaking the same language? A direct cartography between functional knee phenotypes and CPAK

    doi: 10.1002/jeo2.70801

    Figure Lengend Snippet: Coronal Plane Alignment of the Knee (CPAK) classification with nine theoretical knee types. Source : Adapted from MacDessi et al. . aHKA, arithmetic hip–knee–ankle angle; HKA, hip–knee–ankle angle; JLO, joint line obliquity; LDFA, lateral distal femoral angle; MPTA, medial proximal tibial angle.

    Article Snippet: The present study aimed to establish a theoretical mapping between the FKP described by Hirschmann and the CPAK classification by analytically deriving the arithmetic HKA angle and JLO from FMA and TMA.

    Techniques:

    Deterministic mapping between functional knee phenotypes (FMA mean = x ‐coordinate − TMA mean = y ‐coordinate) and CPAK classification femoral. The x ‐axis represents the femoral mechanical angle (FMA): values to the left (FMA < 93°) correspond to varus femoral orientation, values to the right (FMA > 93°) to valgus femoral orientation. The y ‐axis represents the tibial mechanical angle (TMA): values below (TMA < 87°) correspond to varus tibial orientation, values above (TMA > 87°) to valgus tibial orientation. Population means (FMA = 93°, TMA = 87°) serve as phenotypic neutrality references per the Hirschmann classification. CPAK, Coronal Plane Alignment of the Knee.

    Journal: Journal of Experimental Orthopaedics

    Article Title: Speaking the same language? A direct cartography between functional knee phenotypes and CPAK

    doi: 10.1002/jeo2.70801

    Figure Lengend Snippet: Deterministic mapping between functional knee phenotypes (FMA mean = x ‐coordinate − TMA mean = y ‐coordinate) and CPAK classification femoral. The x ‐axis represents the femoral mechanical angle (FMA): values to the left (FMA < 93°) correspond to varus femoral orientation, values to the right (FMA > 93°) to valgus femoral orientation. The y ‐axis represents the tibial mechanical angle (TMA): values below (TMA < 87°) correspond to varus tibial orientation, values above (TMA > 87°) to valgus tibial orientation. Population means (FMA = 93°, TMA = 87°) serve as phenotypic neutrality references per the Hirschmann classification. CPAK, Coronal Plane Alignment of the Knee.

    Article Snippet: The present study aimed to establish a theoretical mapping between the FKP described by Hirschmann and the CPAK classification by analytically deriving the arithmetic HKA angle and JLO from FMA and TMA.

    Techniques: Functional Assay

    Correspondence between functional knee phenotypes and CPAK types across femoral (FMA = x ‐coordinate) and tibial (TMA = y ‐coordinate) mechanical angle intervals. Each functional phenotype corresponds to a 3° angular interval, defined as ± 1.5° around the central femoral (FMA) and tibial (TMA) mechanical angle values. The table illustrates the theoretical mapping between these FMA–TMA intervals and the CPAK classification. When the angular interval of a phenotype intersects several CPAK regions, multiple CPAK types are listed within the same cell. CPAK, Coronal Plane Alignment of the Knee.

    Journal: Journal of Experimental Orthopaedics

    Article Title: Speaking the same language? A direct cartography between functional knee phenotypes and CPAK

    doi: 10.1002/jeo2.70801

    Figure Lengend Snippet: Correspondence between functional knee phenotypes and CPAK types across femoral (FMA = x ‐coordinate) and tibial (TMA = y ‐coordinate) mechanical angle intervals. Each functional phenotype corresponds to a 3° angular interval, defined as ± 1.5° around the central femoral (FMA) and tibial (TMA) mechanical angle values. The table illustrates the theoretical mapping between these FMA–TMA intervals and the CPAK classification. When the angular interval of a phenotype intersects several CPAK regions, multiple CPAK types are listed within the same cell. CPAK, Coronal Plane Alignment of the Knee.

    Article Snippet: The present study aimed to establish a theoretical mapping between the FKP described by Hirschmann and the CPAK classification by analytically deriving the arithmetic HKA angle and JLO from FMA and TMA.

    Techniques: Functional Assay

    Distribution of functional knee phenotypes according to the Hirschmann and MacDessi (CPAK) classifications in osteoarthritic (OA) and non‐osteoarthritic (NO) populations. CPAK distributions obtained from the Hirschmann functional phenotype cohort are compared with those reported in the original CPAK cohort (MacDessi) in NO and OA populations. Four attribution strategies were applied: mean, using the central FMA and TMA values; interval, considering the full angular ranges (±1.5°) of each phenotype; stochastic, using Monte Carlo sampling within these intervals; and rare, selecting CPAK types located at the margins of the compatible aHKA–JLO space. aHKA, arithmetic hip–knee–ankle angle; CPAK, Coronal Plane Alignment of the Knee; FMA, femoral mechanical angle; JLO, joint line obliquity; TMA, total knee arthroplasty.

    Journal: Journal of Experimental Orthopaedics

    Article Title: Speaking the same language? A direct cartography between functional knee phenotypes and CPAK

    doi: 10.1002/jeo2.70801

    Figure Lengend Snippet: Distribution of functional knee phenotypes according to the Hirschmann and MacDessi (CPAK) classifications in osteoarthritic (OA) and non‐osteoarthritic (NO) populations. CPAK distributions obtained from the Hirschmann functional phenotype cohort are compared with those reported in the original CPAK cohort (MacDessi) in NO and OA populations. Four attribution strategies were applied: mean, using the central FMA and TMA values; interval, considering the full angular ranges (±1.5°) of each phenotype; stochastic, using Monte Carlo sampling within these intervals; and rare, selecting CPAK types located at the margins of the compatible aHKA–JLO space. aHKA, arithmetic hip–knee–ankle angle; CPAK, Coronal Plane Alignment of the Knee; FMA, femoral mechanical angle; JLO, joint line obliquity; TMA, total knee arthroplasty.

    Article Snippet: The present study aimed to establish a theoretical mapping between the FKP described by Hirschmann and the CPAK classification by analytically deriving the arithmetic HKA angle and JLO from FMA and TMA.

    Techniques: Functional Assay, Sampling

    Hirschmann‐CPAK (HCT‐9) reading grid. CPAK, Coronal Plane Alignment of the Knee; FMA, femoral mechanical angle; HCT‐9, Hirschmann–CPAK Translational grid; TMA, tibial mechanical angle.

    Journal: Journal of Experimental Orthopaedics

    Article Title: Speaking the same language? A direct cartography between functional knee phenotypes and CPAK

    doi: 10.1002/jeo2.70801

    Figure Lengend Snippet: Hirschmann‐CPAK (HCT‐9) reading grid. CPAK, Coronal Plane Alignment of the Knee; FMA, femoral mechanical angle; HCT‐9, Hirschmann–CPAK Translational grid; TMA, tibial mechanical angle.

    Article Snippet: The present study aimed to establish a theoretical mapping between the FKP described by Hirschmann and the CPAK classification by analytically deriving the arithmetic HKA angle and JLO from FMA and TMA.

    Techniques: