Search Results - "Tan Vo, Van"

On the parallelism between algebraic and analytic Picard groups of algebraic affine hypersurfaces by Vo Van, Tan

“…For any completeC-algebraic variety X and its associated compactC-analytic space X, it follows from the well known GAGA principle that the algebraic Picard…”
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On the GAGA principle for algebraic affine hypersurfaces by Tan, Vo Van

“…For any complete $\mathbb{C}$-algebraic variety Y and its underlying compact $\mathbb{C}$-analytic space $\mathcal{Y}$, it follows from the well known GAGA…”
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Role of clinical pharmacists in epilepsy management at a general hospital in Vietnam: a before-and-after study by Pham, Hong Tham, Tran, Minh-Hoang, Nguyen, Ngoc Quy, Tan Vo, Van, Tran, Manh Hung

“…Clinical pharmacists have an important role in inter-professional healthcare collaboration for epilepsy management. However, the pharmacy practices of managing…”
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On a characterization of analytic compactifications for ℂ × ℂ by Van Tan, Vo

“…Let M be a minimal compact surface, let Γ ⊂ M be a compact analytic sub-variety. Assume that X := M \ Γ is Stein. Then we will show that X admits algebraic…”
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On the quasi-projectivity of compactifiable strongly pseudoconvex manifolds by Vo Van, Tan

“…We construct new examples of non-Kahlerian 1-convex threefolds X with exceptional set ≅ P 1 (resp. ≅ F 2 ). Also the structure of Pic ( X ) will be studied. On…”
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An analogue of Hartshorne and Serre problems for 1-convex surfaces by Van Tan, Vo

“…Let C be an elliptic curve and let L∈Pic( C). If c 1( L)<0, a well known result of Grauert tells us that L is rigid. On the other hand, Arnold provided a…”
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Exploring novel p-n core/shell structure in single α-Fe2O3 nanorods of hierarchical hollow microspheres for ultrasensitive acetone gas sensor by Dang, Tran Khoa, Cuong, Nguyen Duc, Van Minh Hai, Ho, Phuong, Tran Quy, Son, Le Lam, Thi Thanh Nhan, Dang, Van Tan, Vo, Hien, Mai Duy, Jeon, Ki-Joon, Hung, Nguyen Quang, Tuyen, Luu Anh, Van Hieu, Nguyen

“…Fabricating metal oxide sensors with super-sensitivity and good distinguishing properties for gases is a challenge due to the difficulties in controlling…”
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On the Compactification of Strongly Pseudoconvex Surfaces. II by van Tan, Vo

“…A complete answer to the following question is given: When is an algebraic surface M a compactification of some strongly pseudoconvex surface? In particular,…”
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3D porous p-n α-Fe2O3/NiO heteronanostructure for ultrasensitive H2S gas sensor by Cuong, Nguyen Duc, Sinh, Vu Hung, Quang, Duong Tuan, Hoa, Le Thi, Tan, Vo Van, Mai, Hien Duy, Jeon, Ki-Joon, Phuoc, Phan Hong, Hieu, Nguyen Van

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On hartshorne's problem for compact C-analytic surfaces M with κ(M) = - by Vo Van, Tan

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Correction to "Vanishing Theorems and Kählerity for Strongly Pseudoconvex Manifolds" by Van Tan, Vo

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On the Compactification of Strongly Pseudoconvex Surfaces by Van tan, Vo

“…In this paper, we shall prove that the compactification of a strongly pseudoconvex surface is either a projective algebraic or an Inoue surface. Furthermore,…”
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On the Embedding Problem for 1-Convex Spaces by Van Tan, Vo

“…In this paper we provide a necessary and sufficient condition for 1-convex spaces (i.e., strongly pseudoconvex spaces) which can be realized as closed analytic…”
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Vanishing Theorems and Kählerity for Strongly Pseudoconvex Manifolds by Van Tan, Vo

“…A precise vanishing theorem of Kodaira-Nakano type for strongly pseudoconvex manifolds and Nakano semipositive vector bundles is established. This result…”
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TỔNG HỢP VẬT LIỆU NANO LaFeO3 BẰNG PHƯƠNG PHÁP THỦY NHIỆT VÀ ỨNG DỤNG by Võ, Văn Tân, Nguyễn, Thị Liên

“…Nguyên liệu ban đầu gồm La(NO3)3 và Fe(NO3)3 theo tỷ lệ mol 1:1, etanol và isopropanol được thủy nhiệt ở 150 °C trong 80 phút, rồi nung ở 800 °C trong 2 giờ…”
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On Hartshorne's problem for compact [formula omitted]-analytic surfaces M with κ( M) by Vo Van, Tan

“…Let M be a compact C -analytic surface, let Γ⊂ M be a compact analytic subvariety and let X:= M\ Γ. The following two problems will be considered: Assume that…”
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On certain non-Kahlerian strongly pseudoconvex manifolds by Van Tan, Vo

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On the compactification of strongly pseudoconvex surfaces III by Van Tan, Vo

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Correction to "Vanishing Theorems and Kahlerity for Strongly Pseudoconvex Manifolds" by Tan, Vo Van

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On the Compactification of Strongly Pseudoconvex Surfaces. II by van Tan, Vo

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