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MyPDESuite - College of Education and Human Development

https://education.temple.edu/certification/tims-mypdesuite

The Pennsylvania Department of Education (PDE) requires that all applications for credentials be completed and submitted online via PDE's Teacher Information Management System (TIMS) - MyPDESuite. Paper applications are no longer being accepted and can no longer be submitted directly to Temple University for processing. How To Apply for Your Certification Please go to MyPDESuite - https://www ...

Academic Calendar | Temple University Bulletin

https://bulletin.temple.edu/graduate/academic-calendar/

This academic calendar is based on the Academic Calendar published by the Office of the University Registrar at https://registrar.temple.edu/2025-2026-academic ...

Common Data Elements:

https://ira.temple.edu/sites/ira/files/Temple%20University%20CDS-2024-2025-v2.pdf

Study abroad տ Teacher certification program տ Undergraduate Research տ Weekend college Cooperative education program; Peer Teaching E2. Has been removed from the CDS. E3. Areas in which all or most students are required to complete some course work prior to graduation: տ

Communication Studies BA with Communication and Entrepreneurship ...

https://bulletin.temple.edu/undergraduate/media-communication/communication-studies-communication-entrepreneurship-ba/

Annenberg Hall, Room 9C 215-204-6603 khence@temple.edu Learn more about the Bachelor of Arts in Communication Studies. These requirements are for students who matriculated in academic year 2025-2026. Students who matriculated prior to fall 2025 should refer to the Archives to view the requirements for their Bulletin year.

Communication Studies Minor | Temple University Bulletin

https://bulletin.temple.edu/undergraduate/media-communication/communication-studies-minor/

Contact Information Scott Gratson, PhD, Program Director Annenberg Hall, Room 9D 215-204-6434 sgratson@temple.edu Kisha Hence, Assistant Program Director Annenberg Hall, Room 9C 215-204-6603 khence@temple.edu Learn more about the Communication Studies minor.

Analysis of Randomized Householder-Cholesky QR Factorization with ...

https://faculty.cst.temple.edu/~szyld/reports/randCholQR_rev2_report.pdf

Only the trian-gular factor ˆR is needed, so some (exactly) orthogonal Qtmp exists such that Qtmp ˆR = ˆW + E2 = S2S1V + E1 + E2. (17) Analysis of E2 is provided in Section 5.2.4. In step 3, solving the triangular system Q ˆR = V also creates errors. These are analyzed in a row-wise fashion in Section 5.2.5, taking the form

Sequential LASER ART and CRISPR Treatments Eliminate HIV-1 in a Subset ...

https://scholarshare.temple.edu/server/api/core/bitstreams/5f8a9579-d279-412d-88f3-744d54fdbdad/content

E1,humanizedmiceinfectedwithHIV-1(controls); E2,HIV-1infectedanimals treatedonlywithCRISPR-Cas9; E3,HIV-1infectedLASERARTtreatedanimalsdemonstratingviralreboundaftercessationoftherapy; E4,infectedanimals treatedwithLASERARTfollowedbyCRISPR-Cas9.

FedCPD: Personalized Federated Learning with Prototype-Enhanced ...

https://cis.temple.edu/~jiewu/research/publications/Publication_files/FedCPD.pdf

0 2 2 2 L1 + E 0G2 + E2 0G2 2 + 2 L2E2 0G2 2 + 2 Theorem 2. (Non-convex FedCPD convergence). 0 < e < 0, e 2 f1 1; 2; : : : ; Eg, where represents the de- 2; cay factor for the learning rate. If the learning rate for each epoch satisfies the following condition, the loss function de-creases monotonically, leading to convergence:

Online Federated Learning on Distributed Unknown Data Using UAVs

https://cis.temple.edu/~jiewu/research/publications/Publication_files/ICDE2024_Online_Federated_Learning_on_Distributed_Unknown_Data_Using_UAVs.pdf

For the energy consumption during the learning phase, we set e1 = 0.01J and e2 = 80J [18]. To better align with real-world data collection scenarios, we design fine-grained PoI data models from three perspectives: data distribution, data generation patterns, and data quality.

Introduction to Graphs - Temple University

https://cis.temple.edu/~latecki/Courses/CIS166-Spring10/Lectures/Ch9.ppt

The simple graphs G1=(V1,E1) and G2=(V2,E2) are isomorphic if there is a one-to-one and onto function f from V1 to V2 with the property that a and b are adjacent in G1 iff f(a) and f(b) are adjacent in G2, for all a and b in V1.