Faculty

Institution

Unit

Venue

Hei-Chi Chan

Mathematical Sciences Department Chair; Associate Professor of Mathematical Sciences Astronomy-Physics

University of Illinois-Springfield

Affiliations

College of Health, Science and Technology

Department Of Computer Science

Department Of Mathematical Sciences And Philosophy

College of Liberal Arts and Social Sciences

Mathematical Sciences

Department Of Computer Science

Data Analytics

Department Of Mathematics

Mathematical Sciences and Philosophy

University of Illinois--Springfield

Hei-chi Chan is currently serving as a College Of Health, Science And Technology Mathematical Sciences Department Chair; Associate Professor of Mathematical Sciences Astronomy-Physics at University of Illinois-Springfield.

Honors

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Experiences

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Education

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Hei-Chi Chan

University of Illinois-Springfield

Mathematical Sciences Department Chair; Associate Professor of Mathematical Sciences Astronomy-Physics

You can click a keyword to filter the displayed items

mathematics number theory algebraic number theory continued fractions applied mathematics mathematical sciences pade approximation theta functions analytic number theory mathematical analysis fractional calculus mock theta functions pure mathematics spectral theory pade approximant asymptotic formula theoretical mathematics rogers-ramanujan identities mathematical physics mathematical logic complex analysis computational mathematics rational mechanic statistical physics p versus np problem dynamical analysis analytic combinatorics circle method symbol use mathematical models computational model theory stochastic phenomena poisson boundary definite integral most beautiful identity certain continued fraction gauss-kuzmin-levy theorem cubic continued fraction new proof ramanujan ’ simple proof quintuple product identity asymptotic growth rate andrews ’ formula fibonacci numbers ramanujan-selberg continued fraction ramanujan-type integral classic identity rogers-ramanujan identities iii

Notable Scholarly Works

Notable Federal Grants

Collaborators

Chasing After Cancellations: Revisiting a Classic Identity That Implies the Rogers–Ramanujan Identities. Monographs in number theory (2024)

rogers–ramanujan identitiesalgebraic number theorynumber theoryclassic identitymathematicstheta functionsmock theta functions

Revisiting a Classic Identity That Implies the Rogers–Ramanujan Identities III. Mathematics (2024)

rogers–ramanujan identities iiialgebraic number theorynumber theorymathematicstheta functionsmock theta functions

Golden Ratio and a Ramanujan-Type Integral. Axioms (2013)

ramanujan-type integralnumber theoryfractional calculusdefinite integral

An Invitation to Q-Series. WORLD SCIENTIFIC eBooks (2011)

mathematical analysispure mathematicstheoretical mathematicsspectral theorymathematical sciencesapplied mathematicsmathematical physicsanalytic combinatorics

Distribution of a Certain Partition Function Modulo Powers of Primes. Acta Mathematica Sinica English Series (2011)

asymptotic formulaanalytic number theoryalgebraic number theorynumber theorymock theta functions

Ramanujan's Cubic Continued Fraction and an Analog of His"Most Beautiful Identity". International Journal of Number Theory (2010)

analytic number theorypade approximationalgebraic number theorynumber theorycontinued fractionsmost beautiful identitymathematicspade approximant

Ramanujan's Cubic Continued Fraction and Ramanujan Type Congruences for a Certain Partition Function. International Journal of Number Theory (2010)

pade approximationalgebraic number theorycontinued fractionsnumber theorymathematicstheta functions

A New Proof of Two Identities Involving Ramanujan’s Cubic Continued Fraction. The Ramanujan Journal (2009)

analytic number theorynew proofpade approximationramanujan ’algebraic number theorynumber theorycontinued fractionscubic continued fractionmathematicstheta functions

From a Ramanujan-Selberg Continued Fraction to a Jacobian Identity. Proceedings of the American Mathematical Society (2009)

mathematical analysisfractional calculuspade approximationasymptotic analysisspectral theoryramanujan-selberg continued fractionnumber theorycontinued fractionsmathematical sciencesmathematics

Machin-Type Formulas Expressing π in Terms of Φ. The Fibonacci Quarterly (2008)

mathematical analysisrational mechanicpure mathematicscomputational mathematicscomplex analysistheoretical mathematicsmathematical modelsmathematical sciencesapplied mathematicsmathematicscomputational model theorymathematical logic

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Hei-Chi Chan

Mathematical Sciences Department Chair; Associate Professor of Mathematical Sciences Astronomy-Physics

University of Illinois-Springfield

Affiliations

College of Health, Science and Technology

Department Of Computer Science

Department Of Mathematical Sciences And Philosophy

College of Liberal Arts and Social Sciences

Mathematical Sciences

Department Of Computer Science

Data Analytics

Department Of Mathematics

Mathematical Sciences and Philosophy

University of Illinois--Springfield

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Hei-Chi Chan

University of Illinois-Springfield

Mathematical Sciences Department Chair; Associate Professor of Mathematical Sciences Astronomy-Physics

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Chasing After Cancellations: Revisiting a Classic Identity That Implies the Rogers–Ramanujan Identities. Monographs in number theory (2024)

rogers–ramanujan identitiesalgebraic number theorynumber theoryclassic identitymathematicstheta functionsmock theta functions

Revisiting a Classic Identity That Implies the Rogers–Ramanujan Identities III. Mathematics (2024)

rogers–ramanujan identities iiialgebraic number theorynumber theorymathematicstheta functionsmock theta functions

Golden Ratio and a Ramanujan-Type Integral. Axioms (2013)

ramanujan-type integralnumber theoryfractional calculusdefinite integral

An Invitation to Q-Series. WORLD SCIENTIFIC eBooks (2011)

mathematical analysispure mathematicstheoretical mathematicsspectral theorymathematical sciencesapplied mathematicsmathematical physicsanalytic combinatorics

Distribution of a Certain Partition Function Modulo Powers of Primes. Acta Mathematica Sinica English Series (2011)

asymptotic formulaanalytic number theoryalgebraic number theorynumber theorymock theta functions

Ramanujan's Cubic Continued Fraction and an Analog of His"Most Beautiful Identity". International Journal of Number Theory (2010)

analytic number theorypade approximationalgebraic number theorynumber theorycontinued fractionsmost beautiful identitymathematicspade approximant

Ramanujan's Cubic Continued Fraction and Ramanujan Type Congruences for a Certain Partition Function. International Journal of Number Theory (2010)

pade approximationalgebraic number theorycontinued fractionsnumber theorymathematicstheta functions

A New Proof of Two Identities Involving Ramanujan’s Cubic Continued Fraction. The Ramanujan Journal (2009)

analytic number theorynew proofpade approximationramanujan ’algebraic number theorynumber theorycontinued fractionscubic continued fractionmathematicstheta functions

From a Ramanujan-Selberg Continued Fraction to a Jacobian Identity. Proceedings of the American Mathematical Society (2009)

mathematical analysisfractional calculuspade approximationasymptotic analysisspectral theoryramanujan-selberg continued fractionnumber theorycontinued fractionsmathematical sciencesmathematics

Machin-Type Formulas Expressing π in Terms of Φ. The Fibonacci Quarterly (2008)

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2
10 / page