33 citations · 55 across the 10 of their papers we have counts for
11 papers
Quantum invariance under non-smooth toric flops of the simplest type
Tsung-Chen Chen, Jia-Hua Chong, Hui-Wen Lin
For a non-smooth toric flop of the simplest type, we provide the and construct the quantum correspondence via $\tex…
Fiber products under toric flops and flips
Tsung-Chen Chen, Hui-Wen Lin, Sz-Sheng Wang
Let and be two refinements of a fan and be the birational map induced by . We show t…
Perturbative quantum simulation
Jinzhao Sun, Suguru Endo, Huiping Lin +3
Approximation based on perturbation theory is the foundation for most of the quantitative predictions of quantum mechanics, whether in quantum many-body physics, chemistry, quantum…
Quantum flips I: local model
Yuan-Pin Lee, Hui-Wen Lin, Chin-Lung Wang
We study analytic continuations of quantum cohomology under simple flips along the extremal ray quantum variable . The inverse correspondence $Ψ=…
Quantum Cohomology under Birational Maps and Transitions
Yuan-Pin Lee, Hui-Wen Lin, Chin-Lung Wang
This is an expanded version of the third author's lecture in String-Math 2015 at Sanya. It summarizes some of our works in quantum cohomology. After reviewing the quantum Lefschetz…
Tautological systems under the conifold transition on
Tsung-Ju Lee, Hui-Wen Lin
Via a natural degeneration of Grassmannian manifolds to Gorenstein toric Fano varieties with conifold singularities, we suggest an approach to study the relation…
Towards theory in conifold transitions for Calabi-Yau threefolds
Yuan-Pin Lee, Hui-Wen Lin, Chin-Lung Wang
For projective conifold transitions between Calabi-Yau threefolds and , with close to in the moduli, we show that the combined information provided by the model…
Invariance of quantum rings under ordinary flops: III
Y. -P. Lee, H. -W. Lin, F. Qu +1
The paper is Part III of our ongoing project to study a case of Crepant Transformation Conjecture: K-equivalence Conjecture for ordinary flops. In this paper we prove the invarianc…
Invariance of Quantum Rings under Ordinary Flops II: A quantum Leray--Hirsch theorem
Yaun-Pin Lee, Hui-Wen Lin, Chin-Lung Wang
This is the second of a sequence of papers proving the quantum invariance for ordinary flops over an arbitrary smooth base. In this paper, we complete the proof of the invariance o…
Invariance of Quantum Rings under Ordinary Flops I: Quantum corrections and reduction to local models
Yuan-Pin Lee, Hui-Wen Lin, Chin-Lung Wang
This is the first of a sequence of papers proving the quantum invariance under ordinary flops over an arbitrary smooth base. In this first part, we determine the defect of the cup…
Flops, motives and invariance of quantum rings
Y. -P. Lee, Hui-Wen Lin, Chin-Lung Wang
For ordinary flops, the correspondence defined by the graph closure is shown to give equivalence of Chow motives and to preserve the Poincaré pairing. In the case of simple ordinar…