Method for representations of network-dependent features of the hemoglobin signal in living tissues for detection of breast cancer and other applications
First Claim
1. A non-invasive method of detecting breast cancer in a patient via time series measures of the hemoglobin signal, acquired under conditions of a substantially resting state, from at least one breast by comparing the values of coefficients obtained from a functional finite-state transition network representation of said signal, comprising the steps of:
- non-invasively measuring at least two measured hemoglobin signal components of hemoglobin levels in at least one breast of the patient in a substantially resting state over time, the at least two measured hemoglobin signal components comprising oxygenated hemoglobin and deoxygenated hemoglobin;
transforming the measured hemoglobin signal components to yield relative changes in the levels of oxygenated and deoxygenated forms of hemoglobin and to compute at least three derived hemoglobin signal components;
specifying a multiaxis representation of the two measured hemoglobin signal components and the three derived hemoglobin signal components and determining the algebraic sign of each hemoglobin signal component based on their measured relative amplitudes;
defining the composite of these algebraic sign assignments as a hemoglobin state, of which ten such composites are uniquely defined;
determining when in time at least one hemoglobin signal component undergoes a change in its algebraic sign and identifying such occurrence as a State transition;
computing coefficient values for at least one of i) State transition rates, ii) State transition probabilities from the tabulation of unique transition types, or iii) State-dependent component flux of a given State; and
detecting any cancerous tissue in the measured breast from a signature of said State transitions of the measured breast which differs from a signature of State transitions of non-cancerous tissue.
1 Assignment
0 Petitions
Accused Products
Abstract
A non-invasive method of detecting anomalous tissue, such as cancerous or injured tissue, in a patient. At least two hemoglobin signal components of hemoglobin levels in at least one segment of tissue of the patient are non-invasively measured over time. Time varying changes of at least a first of the hemoglobin signal components are measured with respect to at least time varying changes of a second of the hemoglobin signal components. A co-varying coordinate system of the time varying changes is generated. Any anomalous tissue in the measured segment of tissue is detected from a signature of the measured segment of tissue in the co-varying coordinate system which differs from a signature of non-anomalous tissue in the co-varying coordinate system. Preferably, five hemoglobin signal components are measured: oxyHb, deoxyHb, total Hb (totalHb=oxyHb+deoxy Hb), Hb oxygen saturation (HbO2Sat=(oxyHb/totalHb)*100), and tissue-hemoglobin oxygen exchange HbO2Exc (deoxyHb−oxyHb).
9 Citations
16 Claims
-
1. A non-invasive method of detecting breast cancer in a patient via time series measures of the hemoglobin signal, acquired under conditions of a substantially resting state, from at least one breast by comparing the values of coefficients obtained from a functional finite-state transition network representation of said signal, comprising the steps of:
-
non-invasively measuring at least two measured hemoglobin signal components of hemoglobin levels in at least one breast of the patient in a substantially resting state over time, the at least two measured hemoglobin signal components comprising oxygenated hemoglobin and deoxygenated hemoglobin; transforming the measured hemoglobin signal components to yield relative changes in the levels of oxygenated and deoxygenated forms of hemoglobin and to compute at least three derived hemoglobin signal components; specifying a multiaxis representation of the two measured hemoglobin signal components and the three derived hemoglobin signal components and determining the algebraic sign of each hemoglobin signal component based on their measured relative amplitudes; defining the composite of these algebraic sign assignments as a hemoglobin state, of which ten such composites are uniquely defined; determining when in time at least one hemoglobin signal component undergoes a change in its algebraic sign and identifying such occurrence as a State transition; computing coefficient values for at least one of i) State transition rates, ii) State transition probabilities from the tabulation of unique transition types, or iii) State-dependent component flux of a given State; and detecting any cancerous tissue in the measured breast from a signature of said State transitions of the measured breast which differs from a signature of State transitions of non-cancerous tissue. - View Dependent Claims (2, 3, 4, 5)
-
-
6. A non-invasive method of detecting anomalous tissue in a patient via time series measures of the hemoglobin signal, acquired under conditions of a substantially resting state, by comparing the values of coefficients obtained from a functional finite-state transition network representation of said signal, comprising the steps of:
-
non-invasively measuring at least two measured hemoglobin signal components of hemoglobin levels in at least one segment of tissue of the patient in a substantially resting state over time, the at least two measured hemoglobin signal components comprising oxygenated hemoglobin and deoxygenated hemoglobin; transforming the measured hemoglobin signal components to yield relative changes in the levels of oxygenated and deoxygenated forms of hemoglobin and to compute at least three derived hemoglobin signal components; specifying a multiaxis representation of the two measured hemoglobin signal components and the three derived hemoglobin signal components and determining the algebraic sign of each hemoglobin signal component based on their measured relative amplitudes; defining the composite of these algebraic sign assignments as a hemoglobin state, of which ten such composites are uniquely defined; determining when in time at least one hemoglobin signal component undergoes a change in its algebraic sign and identifying such occurrence as a State transition; computing coefficient values for at least one of i) State transition rates, ii) State transition probabilities from the tabulation of unique transition types, or iii) State-dependent component flux of a given State; and detecting any anomalous tissue in the measured segment of tissue from a signature of said State transitions of the measured segment of tissue which differs from a signature of State transitions of non-anomalous tissue. - View Dependent Claims (7, 8, 9, 10, 11)
-
-
12. A non-invasive method of detecting changes in tissue in a living subject in response to physical and/or chemical stimuli patient via time series measures of the hemoglobin signal, acquired under conditions of a substantially resting state, by comparing the values of coefficients obtained from a functional finite-state transition network representation of said signal, comprising the steps of:
-
applying at least one physical or chemical stimulus to the living subject; non-invasively measuring at least two hemoglobin signal components of hemoglobin levels in at least one segment of tissue of the living subject in a substantially resting state over time, the at least two measured hemoglobin signal components comprising oxygenated hemoglobin and deoxygenated hemoglobin; transforming the measured hemoglobin signal components to yield relative changes in the levels of oxygenated and deoxygenated forms of hemoglobin and to compute at least three derived hemoglobin signal components; specifying a multiaxis representation of the two measured hemoglobin signal components and the three derived hemoglobin signal components and determining the algebraic sign of each hemoglobin signal component based on their measured relative amplitudes; defining the composite of these algebraic sign assignments as a hemoglobin state, of which ten such composites are uniquely defined; determining when in time at least one hemoglobin signal component undergoes a change in its algebraic sign and identifying such occurrence as a State transition; computing coefficient values for at least one of i) State transition rates, ii) State transition probabilities from the tabulation of unique transition types, or iii) State-dependent component flux of a given State; and detecting any changes in the measured segment of tissue from a signature of said State transitions of the measured segment of tissue after the at least one stimulus is applied with respect to a signature of State transitions of the measured segment of tissue before the at least one stimulus is applied. - View Dependent Claims (13, 14, 15, 16)
-
Specification