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International Conference on Quantum Calculus and Applications ICQCA on December 16-17, 2022 in Barcelona, Spain
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- Short Name: ICQCA
- Event Type: Conference
- Website URL: https://waset.org/quantum-calculus-and-applications-conference-in-december-2022-in-barcelona
- Program URL: https://waset.org/conferences-in-december-2022-in-barcelona/program
- Contact URL: https://waset.org
- Location: Barcelona, Spain
- Date: December 16-17, 2022
- Final Submission: July 27, 2022
- Notification: January 28, 2020
- Organization: World Academy of Science, Engineering and Technology
- Conference Tags: quantum computing quantum thermodynamics quantum engineering quantum mechanics quantum physics quantum optics quantum theory quantum cryptography quantum electrodynamics quantum programming quantum materials quantum metrology quantum information quantum magnetism quantum quantum science
Generalized Taylor’s Formula for Polynomials
q-Analogue of (x − a) n , n an Integer, and q-Derivatives of Binomials
q-Taylor’s Formula for Polynomials
Gauss’s Binomial Formula and a Noncommutative Binomial Formula
Properties of q-Binomial Coefficients
q-Binomial Coefficients and Linear Algebra over Finite Fields
q-Taylor’s Formula for Formal Power Series and Heine’s Binomial Formula
Two Euler’s Identities and Two q-Exponential Functions
q-Trigonometric Functions
Jacobi’s Triple Product Identity
Classical Partition Function and Euler’s Product Formula
q-Hypergeometric Functions and Heine’s Formula
More on Heine’s Formula and the General Binomial
Ramanujan Product Formula
Explicit Formulas for Sums of Two and of Four Squares
Explicit Formulas for Sums of Two and of Four Triangular Numbers
q-Antiderivative
Jackson Integral
Fundamental Theorem of q-Calculus and Integration by Parts
q-Gamma and q-Beta Functions
h-Derivative and h-Integral
Bernoulli Polynomials and Bernoulli Numbers
Sums of Powers
Euler-Maclaurin Formula
q-Analogue of (x − a) n , n an Integer, and q-Derivatives of Binomials
q-Taylor’s Formula for Polynomials
Gauss’s Binomial Formula and a Noncommutative Binomial Formula
Properties of q-Binomial Coefficients
q-Binomial Coefficients and Linear Algebra over Finite Fields
q-Taylor’s Formula for Formal Power Series and Heine’s Binomial Formula
Two Euler’s Identities and Two q-Exponential Functions
q-Trigonometric Functions
Jacobi’s Triple Product Identity
Classical Partition Function and Euler’s Product Formula
q-Hypergeometric Functions and Heine’s Formula
More on Heine’s Formula and the General Binomial
Ramanujan Product Formula
Explicit Formulas for Sums of Two and of Four Squares
Explicit Formulas for Sums of Two and of Four Triangular Numbers
q-Antiderivative
Jackson Integral
Fundamental Theorem of q-Calculus and Integration by Parts
q-Gamma and q-Beta Functions
h-Derivative and h-Integral
Bernoulli Polynomials and Bernoulli Numbers
Sums of Powers
Euler-Maclaurin Formula
Name: World Academy of Science, Engineering and Technology
Website: https://waset.org/
Address: UAE