Method for Quantitative Diagnosis of Cerebrovascular, Neurovascular and Neurodegenerative Diseases via Computation of a CO2 Vasomotor Reactivity Index based on a Nonlinear Predictive Model
First Claim
1. A method for computing a subject-specific index of CO2 vasomotor reactivity of cerebral hemodynamics comprising the steps of:
- estimation of a subject-specific data-based dynamic nonlinear model of cerebral hemodynamics with two inputs (arterial blood pressure and end-tidal CO2) and one output (cerebral flow velocity);
computation of a model-based vasomotor reactivity index (VMRI) as a “
physiomarker”
that quantifies the CO2 vasomotor reactivity of a subject on the basis of the model-predicted cerebral flow velocity response to a positive and a negative pulse change of the CO2 input.
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Abstract
The present invention relates generally to a method for computer-aided quantitative diagnosis of cerebrovascular and neurodegenerative diseases (such as Alzheimer'"'"'s, vascular dementia, mild cognitive impairment, transient ischemia, stroke etc.) via a vasomotor reactivity index (VMRI) which is computed on the basis of a computational model of the dynamic nonlinear inter-relationships between beat-to-beat time-series measurements of cerebral blood flow velocity, arterial blood pressure and end-tidal CO2. This model is obtained by means of a method pioneered by the inventors and may incorporate additional physiological measurements from human subjects. Its purpose is to provide useful information to physicians involved in the diagnosis and treatment of cerebrovascular and neurodegenerative diseases with a significant neurovascular component by offering quantitative means of assessment of the effects of the disease or medication on cerebral vasomotor reactivity. Initial results from clinical data have corroborated the diagnostic potential of this approach.
24 Citations
22 Claims
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1. A method for computing a subject-specific index of CO2 vasomotor reactivity of cerebral hemodynamics comprising the steps of:
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estimation of a subject-specific data-based dynamic nonlinear model of cerebral hemodynamics with two inputs (arterial blood pressure and end-tidal CO2) and one output (cerebral flow velocity); computation of a model-based vasomotor reactivity index (VMRI) as a “
physiomarker”
that quantifies the CO2 vasomotor reactivity of a subject on the basis of the model-predicted cerebral flow velocity response to a positive and a negative pulse change of the CO2 input. - View Dependent Claims (2, 3, 4, 5, 6, 7)
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8. A method for computing a subject-specific index of CO2 vasomotor reactivity of cerebral hemodynamics comprising the steps of:
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estimation of a subject-specific data-based dynamic nonlinear model of cerebral hemodynamics with two inputs (arterial blood pressure and end-tidal CO2) and one output (cerebral flow velocity); estimation of a subject-specific data-based dynamic nonlinear model of cerebral hemodynamics with two inputs (cerebral flow velocity and end-tidal CO2) and one output (arterial blood pressure); computation of a model-based vasomotor reactivity index (VMRI) that quantifies the CO2 vasomotor reactivity of a subject on the basis of the model-predicted cerebral flow velocity response to a positive and negative pulse change of the CO2 in a closed-loop pressure-flow configuration that accounts for the mutual interdependence of blood pressure and cerebral flow. - View Dependent Claims (9, 10, 11, 12, 13)
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14. A method for computing a subject-specific index of CO2 vasomotor reactivity of cerebral hemodynamics comprising the steps of:
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estimation of subject-specific data-based dynamic nonlinear models of cerebral hemodynamics with a plurality of inputs and outputs, which are measured physiological variables that affect cerebral hemodynamics; computation of a model-based vasomotor reactivity index (VMRI) that quantifies the CO2 vasomotor reactivity of a subject on the basis of the model-predicted cerebral flow velocity response to a positive and negative pulse change of the CO2 in a nested-loop configuration that accounts for the mutual interdependences of all these variables. - View Dependent Claims (15, 16, 17, 18, 19, 20, 21, 22)
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Specification