linear regression (redirected from Line fitting)

linear regression,

a statistical procedure in which a straight line is established through a data set that best represents a relationship between two subsets or two methods.

---

linear

in a line.

---

linear assessment

a method of expressing an assessment result as a score out of a possible perfect score of 10, or some other number. Used in body condition scoring, showring judging of conformation.

linear dodecyl benzene sulfonic acid teat dip

see teat dip.

linear energy transfer

expresses the quality of electronic radiation. It is concerned with the spatial distributions of energy transfers which occur in the tracks of particles as they penetrate matter.

linear program

a management program used to determine the best mix of ingredients or services to be used in a particular situation to maintain the highest level of productivity or profitability or other similar parameter.

linear regression

statistical method used to study the relationship between independent and dependent variables when the dependent variable consists of continuous data.

linear score

for somatic cell counts in milk (SCCs) convert SCC logarithmically from cells per milliliter to a linear score from 0-9. The linear score has a straight line, inverse relationship with milk yield. An increase of one in the linear score is associated with a 400-pound decrease in lactation milk yield or a 1.5 pound drop in daily yield.

---

regression

1. return to a former or earlier state.

2. subsidence of clinical signs or of a disease process.

3. in biology, the tendency in successive generations toward the mean.

4. the relationship between pairs of random variables; the mean of one variable and its location is influenced by another variable.

---

regression analysis

see regression analysis.

regression coefficient

is the factor which determines the slope of a regression line; the greater the coefficient the steeper the line.

curvilinear regression

when the relationship between two variables is not linear.

linear regression

the relationship between two variables is a straight line.

---

linear regression

Statistics A statistical method defined by the formula y = a + bx, which is used to 'fit' straight lines to scattered data points of paired values Xi, Yi, where the values of Y–the ordinate or vertical line are observations of a variable–eg, systolic BP and the values of X–the abscissa or horizontal line ↑ in a relatively nonrandom fashion–eg, age