Pages that link to "Item:Q2371413"

The following pages link to A new type of weighted quadrature rules and its relation with orthogonal polynomials (Q2371413):

Displaying 8 items.

• Explicit forms of weighted quadrature rules with geometric nodes (Q552133) (← links)
• On constructing new interpolation formulas using linear operators and an operator type of quadrature rules (Q929930) (← links)
• Weighted nonstandard quadrature formulas based on values of linear differential operators (Q2114427) (← links)
• The weighted \((0,1,\dots, m -2,m)\)-interpolation technique based on the roots of the classical orthogonal polynomials and application in deriving new quadrature rules (Q2259369) (← links)
• On quadrature formulae based on derivative collocation (Q2518638) (← links)
• A new composite quadrature rule (Q2870219) (← links)
• A note on weighted quadrature rules (Q4597866) (← links)
• When does rank(ABC) = rank(AB) + rank(BC) - rank(B) hold? (Q5894847) (← links)