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Fg’ - gf’
Determinant
Wronskian __
Determinant
Unchanged by row replacement
Determinant
Weighted sum of minors
Determinant
Gaussian elimination
Determinant
Descartes’ rule of signs
Zeroes
Abel-Ruffini Theorem
Zeroes
Newton’s method/identity
Zeroes
Vieta’s formulas
Zeroes
Cardon
Zeroes
Little Bezout’s Theorem
Remainders
= error for Taylor polynomials
Remainders
Denoted epsilon
Error
“Family-wise” rate
Error
“Irreducible” form cannot be mitigated
Error
Endogeneity
Error
Jacobian type
Determinant
Cofactor expansion
Determinant
Ad-bc for 2x2 matrix
Determinant
= 1 for every element of special linear group
Determinant
Sylvester’s criterion/theorem
Determinant
Constant term of the characteristic polynomial
Determinant
Cramer’s Rule
Determinant
Abel’s Identity
Determinant
Roots are eigenvalues w/ lambda
Determinant
matrix is invertible if __ != 0
Determinant
Hadamard problem
Determinant
Rule of Sarrus
Determinant
Defined using Leibniz formula
Determinant
Derivative found by Jacobi’s formula
Determinant
Dodgson condensation
Determinant
Corresponds to value of parallelepiped
Determinant
Vandermonde type
Determinant
Sign of __ indicates whether linear transformation preserves orientation
Determinant
Cayley-Menger type
Determinant
Fundamental Theorem of Algebra
Zeroes
Cardano’s Formula
Zeroes
Namesake “dilution” in which regression coefficients are underestimated
Error
Sole parameter of geometric and Bernoulli distributions
Probability
Logit function
Probability
Converges to maximal value in sunrise problem
Probability
Laplace smoothing contributes beta-distributed prior weight to
Probability
Expressed within asymmetric Wilson score interval
Probability
= 1 / # of microstates
Probability
= square of wave function for particles
Probability
“Cumulative density” in orbitals
Probability
Frenet–Serret formulas calculate derivatives taken with respect to
Arc Length
Elliptic integrals
Arc Length
sum of the distances between adjacent values in a partition of the domain
Arc Length
Jackknife method
Variance
Must be finite for CLT
Variance
= number of trials in binomial distribution
Variance
sqrt(lambda) in Poisson distribution
Standard Deviation
Squared as “k” in denominator of Chebyeshev’s Inequality
Standard Deviation
Second central moment ^ 2
Standard Deviation
Empirical Rule
Standard Deviation
Denoted by lowercase sigma
Standard Deviation
T-scores and z-scores
Standard Deviation
Denominator of Cohen’s d
Standard Deviation
Pearson’s correlation coefficient
Standard Deviation
Used to find SEM
Standard Deviation
Differ by n and n-1 in “sample” and “population” forms
Standard Deviation
Bessel’s correction
Standard Deviation
Squared = variance
Standard Deviation
Squared = eX^2 - (e(X))^2
Standard Deviation
Multiplied by sqrt(2pi)
Standard Deviation
Slope of regression equation related to ___
Standard Deviation