Pages that link to "Item:Q2927697"
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The following pages link to New Dirac delta function based methods with applications to perturbative expansions in quantum field theory (Q2927697):
Displaying 14 items.
- The differential-symbol method of constructing the quasi-polynomial solutions of two-point problem (Q1736453) (← links)
- Combinatorial and algebraic enumeration: a survey of the work of Ian P. Goulden and David M. Jackson (Q2109218) (← links)
- A new strategy to microscopic modeling of topological entanglement in polymers based on field theory (Q2186375) (← links)
- Differential-symbol method of constructing the quasipolynomial solutions of a two-point problem for a partial differential equation (Q2314377) (← links)
- An operational calculus generalization of Ramanujan's master theorem (Q2694267) (← links)
- (Q4957111) (← links)
- The differential-symbol method of constructing the quasipolynomial solutions of two-point in time problem for nonhomogeneous partial differential equation (Q5229837) (← links)
- New representations of π and Dirac delta using the nonextensive-statistical-mechanics q-exponential function (Q5251270) (← links)
- A robust generalization of the Legendre transform for QFT (Q5272616) (← links)
- Integration by differentiation: new proofs, methods and examples (Q5274893) (← links)
- Towards a more algebraic footing for quantum field theory (Q5873968) (← links)
- Evaluating improper integrals using Laplace transforms (Q6046603) (← links)
- On the Lanczos orthogonal derivative (Q6563798) (← links)
- Efficient method to create superoscillations with generic target behavior (Q6590070) (← links)
