103539 | ![ERCAN YALDIZ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKONYA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTROMANYETİK ALANLAR VE MİKRODALGA TEKNİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Elektromanyetik- Mikrodalga ve Anten Teknolojileri ; Ölçme Tekniği | | 12E2737D6BA93D52 |
53108 | ![SERHAT İKİZOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL TEKNİK ÜNİVERSİTESİ/ELEKTRİK-ELEKTRONİK FAKÜLTESİ/ROBOTİK VE OTONOM SİSTEMLERİ MÜHENDİSLİĞİ BÖLÜMÜ/ROBOTİK VE OTONOM SİSTEMLERİ MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Ölçme Tekniği ; Biyomedikal ; Makine Öğrenmesi | ikizoglus[at]itu.edu.tr | 4174F8D015F4EF79 |
45373 | ![GÖKHAN GÖKMEN](../authorimages/photo_m.jpg) | PROFESÖRMARMARA ÜNİVERSİTESİ/TEKNOLOJİ FAKÜLTESİ/MEKATRONİK MÜHENDİSLİĞİ BÖLÜMÜ/KONTROL VE OTOMASYON SİSTEMLERİ ANABİLİM DALI/ Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Yapay Zeka ; Ölçme Tekniği ; İşaret İşleme | | 31C62DF88E481FD1 |
3635 | ![EMİNE YEŞİM ZORAL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRDOKUZ EYLÜL ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTROMAGNETİK ALANLAR VE MİKRODALGA TEKNİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Elektromanyetik- Mikrodalga ve Anten Teknolojileri ; Ölçme Tekniği | | 876FCACA5FD717C3 |
31516 | ![EMRE ÖZDEMİRCİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİÇANKIRI KARATEKİN ÜNİVERSİTESİ/MESLEK YÜKSEKOKULU/ELEKTRONİK VE OTOMASYON BÖLÜMÜ/ELEKTRONİK TEKNOLOJİSİ PR./ Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Elektronik ; Biyomedikal ; Ölçme Tekniği | ozdemirciemre[at]gmail.com | 678B70036AD74E4E |
109973 | ![TÜRKAY PEKTÜRK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİKIRKLARELİ ÜNİVERSİTESİ/REKTÖRLÜK/ Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Gömülü Sistemler ; Nesnelerin İnterneti ; Ölçme Tekniği | | 4A1A15B8A3BE0517 |
119852 | ![EMRAH KAPLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİGÜMÜŞHANE ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTRONİK ANABİLİM DALI/ Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Biyomedikal ; MEMS ve Mikrosistem Teknolojileri ; Ölçme Tekniği | ekaplan[at]gumushane.edu.tr | 9FABC31FE30B60B7 |
101880 | ![KORAY GÜRKAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİ (Unvan:Doçent) İSTANBUL ÜNİVERSİTESİ-CERRAHPAŞA/MÜHENDİSLİK FAKÜLTESİ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTRONİK ANABİLİM DALI/ Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Elektronik ; Biyomedikal ; Ölçme Tekniği | kgurkan[at]iuc.edu.tr | 1463651A975C5EEA |
185664 | ![HASAN SERDAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİNECMETTİN ERBAKAN ÜNİVERSİTESİ/SEYDİŞEHİR AHMET CENGİZ MÜHENDİSLİK FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR DONANIMI ANABİLİM DALI/ Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Haberleşme ; Görüntü İşleme ; Ölçme Tekniği | hserdar[at]erbakan.edu.tr | 7306577C15B2876A |
177184 | ![FUAD ALIEW](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRYEDİTEPE ÜNİVERSİTESİ/MESLEK YÜKSEKOKULU/ELEKTRONİK VE OTOMASYON BÖLÜMÜ/ELEKTRONİK TEKNOLOJİSİ PR. / Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Ölçme Tekniği ; Bulanık Mantık ; Kontrol Teorisi ve Uygulamaları | fuad.aliew[at]yeditepe.edu.tr | 07583D5681A9B62A |
5312 | ![BURHANETTİN KORAY TUNÇALP](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRHALİÇ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Elektrik Enerjisi ve Güç Sistemleri ; Mekatronik ; Ölçme Tekniği | koraytuncalp[at]halic.edu.tr | FDCA41DA21A5B7AE |
3646 | ![HASAN KÜRÜM](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBİRUNİ ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Elektrik-Elektronik ve Haberleşme Mühendisliği Elektrik Enerjisi ve Güç Sistemleri ; Elektrik Makineleri ve Enerji Dönüşümü ; Ölçme Tekniği | hkurum[at]biruni.edu.tr | FD944954D44C7EF2 |