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Inequality for fractional integrals of complex polynomials in L.

• Authors : Storozhenko, É.¹; Kovalenko, L.¹

Subjects: *FRACTIONAL integrals; *INTEGRAL calculus; *POLYNOMIALS

• Source: Mathematical Notes. Sep2014, Vol. 96 Issue 3/4, p609-612. 4p.

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Polynomial-Method-Based Design of Low-Order Controllers for Two-Mass Systems.

• Authors : Ma, Chengbin; Cao, Junyi; Qiao, Yue

Subjects: INTERNET protocols; INTEGRAL calculus; RELAY control systems

• Source: IEEE Transactions on Industrial Electronics. Mar2013, Vol. 60 Issue 3, p969-978. 10p.

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On a class of real integrals.

• Authors : Capelas de Oliveira, E. (AUTHOR); Rosa, M.A.F. (AUTHOR); Vaz, J. (AUTHOR)

Subjects: INTEGRALS; INTEGRAL calculus; NUMERICAL integration

• Source: International Journal of Mathematical Education in Science & Technology. 2009, Vol. 40 Issue 4, p541-550. 10p. 1 Diagram, 1 Chart.

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Applied Science & Technology Full Text (H.W. Wilson)

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A New Class of Integral Relations Involving a General Class of Polynomials and I-Functions.

• Authors : JAIN, Shilpi¹; AGARWAL, Praveen²

Subjects: *INTEGRAL calculus; *POLYNOMIALS; *LOGARITHMIC functions

• Source: Walailak Journal of Science & Technology. 2015, Vol. 12 Issue 11, p1009-1018. 10p.

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Applied Science & Technology Full Text (H.W. Wilson)

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Approximative properties of the summation methods of Fourier integrals.

• Authors : Kotova, Ol'ga¹ ; Trigub, Roald²

Subjects: *FOURIER integrals; *INTEGRAL calculus; *MATHEMATICAL functions

• Source: Journal of Mathematical Sciences. Dec2015, Vol. 211 Issue 5, p668-683. 16p.

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Canonical models of toric hypersurfaces.

• Authors : Batyrev, Victor V.

Subjects: HYPERSURFACES; POLYNOMIALS; NERON models

• Source: Algebraic Geometry; Jul2023, Vol. 10 Issue 4, p394-431, 38p

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New rational cubic fourfolds arising from Cremona transformations.

• Authors : Yu-Wei Fan; Kuan-Wen Lai

Subjects: HYPERSURFACES; POLYNOMIALS; VERONESE surfaces

• Source: Algebraic Geometry; Jul2023, Vol. 10 Issue 4, p432-460, 29p

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Integral calculus on quantum exterior algebras.

• Authors : Karaçuha, Serkan; Lomp, Christian

Subjects: INTEGRAL calculus; NONCOMMUTATIVE differential geometry; DIFFERENTIAL calculus

• Source: International Journal of Geometric Methods in Modern Physics; Apr2014, Vol. 11 Issue 4, p-1, 20p

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