Pages that link to "Item:Q881971"

The following pages link to An addition formula for the Jacobian theta function and its applications (Q881971):

Displaying 26 items.

• A theta function identity of degree eight and Eisenstein series identities (Q455804) (← links)
• The products of three theta functions and the general cubic theta functions (Q606277) (← links)
• Solving some \(q\)-trigonometric conjectures of Gosper (Q681772) (← links)
• Proofs for certain \(q\)-trigonometric identities of Gosper (Q829097) (← links)
• A theta function identity and its applications (Q889796) (← links)
• A special addition theorem for theta-functions and nonlinear equations (Q1288140) (← links)
• On the Gosper's \(q\)-constant \(\Pi_q\) (Q1633826) (← links)
• Proof for a \(q\)-trigonometric identity of Gosper (Q2006919) (← links)
• On \(q\)-analogues for trigonometric identities (Q2187820) (← links)
• Proofs for certain \(\Pi_q\)-identities of W. Gosper (Q2199317) (← links)
• On certain trigonometric identities (Q2331710) (← links)
• Proofs for two \(q\)-trigonometric identities of Gosper (Q2401846) (← links)
• On a theta product of Jacobi and its applications to \(q\)-gamma products (Q2414778) (← links)
• On a theta function identity (Q2812116) (← links)
• On the equivalence of two fundamental theta identities (Q2931005) (← links)
• Confirming a $q$-trigonometric conjecture of Gosper (Q3132793) (← links)
• SOME INVERSE RELATIONS AND THETA FUNCTION IDENTITIES (Q3165312) (← links)
• ON THE SCHRÖTER FORMULA FOR THETA FUNCTIONS (Q3406096) (← links)
• (Q3762852) (← links)
• Stanley's Lemma and Multiple Theta Functions (Q4605441) (← links)
• Proving some identities of Gosper on $q$-trigonometric functions (Q4630653) (← links)
• Discrete Fourier Transform and Theta Function Identities (Q5110827) (← links)
• A new elliptic interpolation formula via the $(f,g)$-inversion (Q5113409) (← links)
• Discrete Fourier transform and Jacobi θ function identities (Q5246562) (← links)
• On some \(\Pi_q\)-identities of Gosper (Q6144655) (← links)
• The Kronecker theta function and a decomposition theorem for theta functions. I (Q6158140) (← links)