Legendre example sentences
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Related (2): mathematics, polynomials
"Legendre" Example Sentences
- Legendre's formula for determining prime numbers is still widely used today.
- The Legendre polynomial is a powerful mathematical tool used in many fields.
- Pierre-Simon Laplace and Adrien-Marie Legendre were close colleagues in the field of mathematics.
- Legendre's constant, denoted by γ, is a transcendental number that remains a subject of much study today.
- Legendre functions are known for their ability to resemble solutions to many physical problems.
- Legendre's conjecture was eventually proven by Euler, but only after several years of intense investigation.
- The Legendre transformation is a deep mathematical concept with many practical applications.
- The Legendre differential equation is used to solve a wide range of problems in physics and engineering.
- Legendre's method of least squares is a statistical technique used to estimate unknown parameters in a regression model.
- Legendre multipliers are used to calculate the optimal values of certain constrained optimization problems.
- Legendre's elliptic functions play a key role in the study of elliptic curves and modular forms.
- Legendre's theorem on quadratic reciprocity is one of the most important results in number theory.
- Legendre's circle problem concerns the distribution of points in a circle and has many applications in geometry and topology.
- Legendre's equation arises in the study of the radial part of Laplace's equation in spherical coordinates.
- Legendre polynomials are often used in the solution of the Schrodinger equation in quantum mechanics.
- Legendre's formula for the number of prime factors of an integer has led to many interesting results in analysis and number theory.
- Legendre's generating function for Legendre polynomials can be used to derive many interesting properties of these functions.
- Legendre series are a type of Fourier series used in the representation of certain functions.
- The Legendre symbol is used extensively in the study of quadratic residues and nonresidues.
- Legendre's exact test is a statistical hypothesis test used to determine if there is a significant association between two categorical variables.
- Legendre's integral identity relates the dot product of two vector fields to the volume integral of their cross product.
- Legendre's method of characteristics is used to solve certain types of partial differential equations.
- The Legendre wavelet is a type of wavelet used in image processing and signal analysis.
- Legendre's trinomial is a polynomial with three terms that arises in various contexts in mathematics.
- Legendre's constant term theorem is a result in algebraic geometry that relates the coefficients of a polynomial to its constant term.
- Legendre's reduction formula is a recurrence relation used to simplify integrals involving Legendre polynomials.
- Legendre's transformation formula is used to convert a differential equation in one independent variable to one in another independent variable.
- The Legendre-Fenchel transform is a type of Laplace transform used in convex analysis.
- Legendre's relation between the coefficients of a power series and the derivatives of the function it represents is of central importance in calculus.
- Legendre's reciprocity theorem is a fundamental result in the theory of algebraic number fields.
Common Phrases
- Legendre polynomial;
- Legendre transformation;
- Legendre's constant;
- Legendre equation;
- Legendre symbol;
- Legendre transformation formula;
- Legendre coefficients;
- Legendre transformation principle;
- Legendre duality;
- Legendre-Jacobi identity.
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