1,629 research outputs found

    Urothelial carcinoma in a remnant ureter after a radical nephrectomy for renal cell carcinoma: A case report

    Get PDF
    AbstractUrothelial carcinoma of a ureteral stump after a radical nephrectomy for renal cell carcinoma is rare. We present the case of a 76-year-old man with painless gross hematuria. The patient had undergone a right nephrectomy for renal cell carcinoma 30 months previously. Cystoscopy showed a blood clot in the right ureteral orifice, and ureteroscopy revealed a papillary mass in the right ureter. The patient underwent a right ureterectomy and bladder cuff resection. The pathology examination showed a high-grade urothelial carcinoma. However, a superficial bladder tumor was discovered postoperatively, and a transurethral resection of the bladder tumor was performed. At 8 months postoperatively, the patient was alive with no evidence of recurrence. A ureteral stump evaluation must be performed when painless hematuria is noted in patients after a nephrectomy

    Nonsurjective zero product preservers between matrices over an arbitrary field

    Full text link
    In this paper, we give concrete descriptions of additive or linear disjointness preservers between matrix algebras over an arbitrary field F\mathbb{F} of different sizes. In particular, we show that a linear map Φ:Mn(F)→Mr(F)\Phi: M_n(\mathbb{F}) \rightarrow M_r(\mathbb{F}) preserving zero products carries the form Φ(A)=S(R⊗A00Φ0(A))S−1, \Phi(A)= S\begin{pmatrix} R\otimes A & 0 \cr 0 & \Phi_0(A)\end{pmatrix} S^{-1}, for some invertible matrices RR in Mk(F)M_k(\mathbb{F}), SS in Mr(F)M_r(\mathbb{F}) and a zero product preserving linear map Φ0:Mn(F)→Mr−nk(F)\Phi_0: M_n(\mathbb{F}) \rightarrow M_{r-nk}(\mathbb{F}) with range consisting of nilpotent matrices. Here, either RR or Φ0\Phi_0 can be vacuous. The structure of Φ0\Phi_0 could be quite arbitrary. We classify Φ0\Phi_0 with some additional assumption. When Φ(In)\Phi(I_n) has a zero nilpotent part, especially when Φ(In)\Phi(I_n) is diagonalizable, we have Φ0(X)Φ0(Y)=0\Phi_0(X)\Phi_0(Y) = 0 for all X,YX, Y in Mn(F)M_n(\mathbb{F}), and we give more information about Φ0\Phi_0 in this case. Similar results for double zero product preservers and orthogonality preservers are obtained.Comment: 29 page

    Design Optimization of a Speed Reducer Using Deterministic Techniques

    Get PDF
    The optimal design problem of minimizing the total weight of a speed reducer under constraints is a generalized geometric programming problem. Since the metaheuristic approaches cannot guarantee to find the global optimum of a generalized geometric programming problem, this paper applies an efficient deterministic approach to globally solve speed reducer design problems. The original problem is converted by variable transformations and piecewise linearization techniques. The reformulated problem is a convex mixed-integer nonlinear programming problem solvable to reach an approximate global solution within an acceptable error. Experiment results from solving a practical speed reducer design problem indicate that this study obtains a better solution comparing with the other existing methods

    Deep convolutional neural network for rib fracture recognition on chest radiographs

    Get PDF
    IntroductionRib fractures are a prevalent injury among trauma patients, and accurate and timely diagnosis is crucial to mitigate associated risks. Unfortunately, missed rib fractures are common, leading to heightened morbidity and mortality rates. While more sensitive imaging modalities exist, their practicality is limited due to cost and radiation exposure. Point of care ultrasound offers an alternative but has drawbacks in terms of procedural time and operator expertise. Therefore, this study aims to explore the potential of deep convolutional neural networks (DCNNs) in identifying rib fractures on chest radiographs.MethodsWe assembled a comprehensive retrospective dataset of chest radiographs with formal image reports documenting rib fractures from a single medical center over the last five years. The DCNN models were trained using 2000 region-of-interest (ROI) slices for each category, which included fractured ribs, non-fractured ribs, and background regions. To optimize training of the deep learning models (DLMs), the images were segmented into pixel dimensions of 128 × 128.ResultsThe trained DCNN models demonstrated remarkable validation accuracies. Specifically, AlexNet achieved 92.6%, GoogLeNet achieved 92.2%, EfficientNetb3 achieved 92.3%, DenseNet201 achieved 92.4%, and MobileNetV2 achieved 91.2%.DiscussionBy integrating DCNN models capable of rib fracture recognition into clinical decision support systems, the incidence of missed rib fracture diagnoses can be significantly reduced, resulting in tangible decreases in morbidity and mortality rates among trauma patients. This innovative approach holds the potential to revolutionize the diagnosis and treatment of chest trauma, ultimately leading to improved clinical outcomes for individuals affected by these injuries. The utilization of DCNNs in rib fracture detection on chest radiographs addresses the limitations of other imaging modalities, offering a promising and practical solution to improve patient care and management

    Design And Fabrication of Condenser Microphone Using Wafer Transfer And Micro-electroplating Technique

    Get PDF
    A novel fabrication process, which uses wafer transfer and micro-electroplating technique, has been proposed and tested. In this paper, the effects of the diaphragm thickness and stress, the air-gap thickness, and the area ratio of acoustic holes to backplate on the sensitivity of the condenser microphone have been demonstrated since the performance of the microphone depends on these parameters. The microphone diaphragm has been designed with a diameter and thickness of 1.9 mm and 0.6 μ\mum, respectively, an air-gap thickness of 10 μ\mum, and a 24% area ratio of acoustic holes to backplate. To obtain a lower initial stress, the material used for the diaphragm is polyimide. The measured sensitivities of the microphone at the bias voltages of 24 V and 12 V are -45.3 and -50.2 dB/Pa (at 1 kHz), respectively. The fabricated microphone shows a flat frequency response extending to 20 kHz.Comment: Submitted on behalf of EDA Publishing Association (http://irevues.inist.fr/handle/2042/16838
    • …
    corecore