tag:blogger.com,1999:blog-88507475532319573992024-02-19T04:58:59.299-08:00Εργαστήριο Άλγεβρας Προτύπου Λυκείου Ευαγγελικής Σχολής ΣμύρνηςΣτείλτε εδώ για να εγγραφείτε algebrateacherlab@gmail.comalgebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.comBlogger59125tag:blogger.com,1999:blog-8850747553231957399.post-13868207839393119322022-04-13T00:12:00.003-07:002022-12-04T00:13:18.852-08:00Διδακτική αξιοποίηση της Τράπεζας Θεμάτων Διαβαθμισμένης Δυσκολίας 2022<iframe src="https://drive.google.com/file/d/1koG18Tcz-9khn8T0zXC6aIlomlL4k2uW/preview" width="640" height="480" allow="autoplay"></iframe>algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-3773441877706993592022-04-04T00:03:00.004-07:002022-12-04T00:07:19.055-08:00Συζητώντας για τα νέα ΠΣ<iframe src="https://drive.google.com/file/d/16rv_dlFezWAm4C934Lt8jlHGg8HjA-Go/preview" width="640" height="480" allow="autoplay"></iframe>algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-20391936101012956822022-03-01T14:33:00.001-08:002022-03-01T14:33:12.423-08:00Εργαστήριο για τη Διδασκαλία των Μαθηματικών με τα Νέα Προγράμματα Σπουδών 2022.<p> </p><div class="" dir="auto"><div class="ecm0bbzt hv4rvrfc ihqw7lf3 dati1w0a" data-ad-comet-preview="message" data-ad-preview="message" id="jsc_c_80"><div class="j83agx80 cbu4d94t ew0dbk1b irj2b8pg"><div class="qzhwtbm6 knvmm38d"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql b0tq1wua a8c37x1j fe6kdd0r mau55g9w c8b282yb keod5gw0 nxhoafnm aigsh9s9 d9wwppkn hrzyx87i jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m" dir="auto"><div class="kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q"><div dir="auto" style="text-align: start;">Συμμετοχές στο σύνδεσμο <span><a class="oajrlxb2 g5ia77u1 qu0x051f esr5mh6w e9989ue4 r7d6kgcz rq0escxv nhd2j8a9 nc684nl6 p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso i1ao9s8h esuyzwwr f1sip0of lzcic4wl gpro0wi8 py34i1dx" href="https://tinyurl.com/38jwsaeu?fbclid=IwAR1hbqr6hWDUizXCO54X5Sad3M4tr01FBrcdH2ixBuIC6kpTMOXy27QSHI4" rel="nofollow noopener" role="link" tabindex="0" target="_blank">https://tinyurl.com/38jwsaeu</a></span></div><div dir="auto" style="text-align: start;"><span> </span></div><div dir="auto" style="text-align: start;"><span><img alt="No photo description available." class="i09qtzwb n7fi1qx3 datstx6m pmk7jnqg j9ispegn kr520xx4 k4urcfbm bixrwtb6" height="638" src="https://scontent.fath3-3.fna.fbcdn.net/v/t39.30808-6/275111680_2000889016739798_1313169798315349488_n.png?_nc_cat=110&ccb=1-5&_nc_sid=730e14&_nc_eui2=AeG2L_ivfaKWC5UcTwIXC3RlnAaKHiomAyucBooeKiYDK8NnZvwdy7zGxMrI5K0vLkc&_nc_ohc=96h5ntZPTcwAX99y0ri&tn=nx72Uk2VeX06UJjx&_nc_ht=scontent.fath3-3.fna&oh=00_AT-O6Nh_AfLZKHLjHzl7Tz71FauhkT6JWhTQB3nsfrG59g&oe=6223583D" width="711" /> <br /></span></div></div></span></div></div></div></div>sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-67242902910052397952022-01-25T02:44:00.005-08:002022-01-25T02:55:07.744-08:00Διαδικτυακή συνάντηση για τα νέα ΠΣ 2022<p> <br /><br /></p><div>Συνάδελφοι,</div>
<div>καλημέρα και καλή χρονιά.</div>
<div><br />
</div>
<div>Εκ μέρους του Εργαστηρίου άλγεβρας σας σε συνεργασία με τη ΣΕΕ ΠΕ03 Μάγδα Κοκκαλιάρη, θα πραγματοποιηθεί διαδικτυακή συνάντηση
- ενημέρωση με θέμα τα νέα Προγράμματα Σπουδών.</div>
<div><br />
</div>
<div>Στόχος είναι να<u> δημιουργηθούν ομάδες εργασίας
για τα νέα προγράμματα σπουδών</u>, την κατανόηση των αλλαγών που φέρνουν σε
λογική, διδασκαλία και περιεχόμενο και η ανταλλαγή απόψεων και
διδακτικών πρακτικών.</div>
<div><br />
Σας περιμένουμε στην πρώτη συνάντηση</div>
<div>
<p align="justify" style="margin-bottom: 0.35cm; text-indent: 1cm;">
<b>α. την</b><b> Πέμπτη, 27/01/22 και ώρα 12.00-14.00
</b>
</p>
<p align="justify" style="margin-bottom: 0.35cm; text-indent: 1cm;">
<b>β. την Τετάρτη, 02/02/22 και ώρα 12.00-14.00</b></p>
<p align="justify" style="margin-bottom: 0.35cm; text-indent: 1cm;">
<b>διαδικτυακά</b> από το σύνδεσμο
<span style="color: #0563c1;"><u><a href="https://minedu-secondary.webex.com/meet/mkokkal" target="_blank"><b>https://minedu-secondary.webex.com/meet/mkokkal</b></a><b> <br /></b></u></span></p>
Ευχαριστούμε πολύ,</div>
<div><br />
</div><p>
Α.Τζελέπης - Σ.Χασάπης</p><p>Εγγραφείτε στη λίστα ενημέρωσης του Εργαστηρίου <a href="https://forms.gle/nLvfBjhU1k4yAyeR8" target="_blank">Εδώ</a>. <br /></p>algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-73133446849768510142020-02-08T22:48:00.001-08:002020-02-08T22:48:49.321-08:00Συνάντηση Μαθηματικών 4ου ΠΕΚΕΣ 06/02/2020<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>Συμμετρία και Προβλήματα Κίνησης</b> στο Λύκειο σήμερα. Ο συνάδελφος Α.Τζελέπης αναπτύσσει πώς μέσα στο υπάρχον πλαίσιο του σχολείου μπορούν πραγματικά προβλήματα να διατρέξουν το πρόγραμμα από την Α΄έως και την Γ¨λυκείου.</div>
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sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-75843317209226618842018-11-26T13:46:00.001-08:002018-11-26T13:46:22.593-08:00Συμμετέχετε εξ αποστάσεως στις δράσεις του εργαστηρίου ! <div dir="ltr" style="text-align: left;" trbidi="on">
Συμμετέχετε εξ αποστάσεως στις δράσεις του εργαστηρίου μέσω της πλατφόρμας wiki, αφού εγγραφείτε εδώ: <a href="http://alglab18.allmath.gr/labwk18/index.php/Main_Page">http://alglab18.allmath.gr/labwk18/index.php/Main_Page</a><br />
<br />
<br /></div>
sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-4648239079894019732018-11-26T12:36:00.001-08:002018-11-26T12:37:14.594-08:00Είναι η Ευκλείδεια Γεωμετρία και τα Στοιχεία του Ευκλείδη ξεπερασμένα? Στέλιος Νεγρεπόντης - YouTube<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://www.youtube.com/watch?v=yfh9QgI4Mf0&feature=youtu.be&fbclid=IwAR10XtmjVigbaNjEQJY5agHW7GlExSWXAcmpkzRl0z3tMdTRH1b7leR-JXY">Είναι η Ευκλείδεια Γεωμετρία και τα Στοιχεία του Ευκλείδη ξεπερασμένα? Στέλιος Νεγρεπόντης - YouTube</a><br />
<br />
<br /></div>
<iframe width="560" height="315" src="https://www.youtube.com/embed/yfh9QgI4Mf0" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-75467871110771887782018-10-27T01:18:00.002-07:002018-11-27T08:45:53.140-08:007o Έτος Λειτουργίας - 6η Ετήσια Ημερίδα<div dir="ltr" style="text-align: left;" trbidi="on">
Σας προσκαλούμε στην 6η Ετήσια ημερίδα του Εργαστηρίου Άλγεβρας του Προτύπου ΓΕΛ Ευαγγελικής Σχολής Σμύρνης την<br />
<b>Παρασκευή 2 Νοεμβρίου 2018</b>,<br />
στην αίθουσα εκδηλώσεων του<br />
<b>Προτύπου ΓΕΛ Ευαγγελικής Σχολής Σμύρνης</b> , Λέσβου 4, 17123, Νέα Σμύρνη,<br />
Στάση <b>ΤΡΑΜ ΕΥΑΓΓΕΛΙΚΗ ΣΧΟΛΗ.</b><br />
<br />
<div style="text-align: center;">
<b>ΠΡΟΓΡΑΜΜΑ</b></div>
<br />
<b>18:45 - 1900</b> Εισαγωγή - Πρόσκληση - Χαιρετισμοί. <br />
<br />
<b>19:00 - 19:15 </b>Χαιρετισμός από την Συντονίστρια
Εκπαιδευτικού Έργου gια τα Μαθηματικά στην Δ΄Αθήνας, <b>Λέλα
Λυμπεροπούλου.</b> Δείτε την ομιλία <a href="https://youtu.be/l_AB1diGfJw">εδώ</a>.<br />
<br />
<b>19:15 - 20:00</b> Είναι η Ευκλείδεια Γεωμετρία και τα
Στοιχεία του Ευκλείδη ξεπερασμένα?
<b>Στέλιος Νεγρεπόντης,</b>
Ομότιμος Καθηγητής Μαθηματικού Τμήματος Πανεπιστήμιου Αθηνών.
<br />
Δείτε την ομιλία <a href="https://youtu.be/yfh9QgI4Mf0">εδώ</a>.<br />
<br />
<b>20:00 - 20:10</b> Διάλειμμα <br />
<br />
<b>20:10 - 20:25</b> Απολογισμός 2017-18 , <b>Αλκιβιάδης Τζελέπης,</b>
Μαθηματικός Πρότυπο ΓΕΛ Ευαγγελικής Σχολής <br />
<br />
<b>20:25 - 21:10</b> Ένα λυμένο, ένα σε εξέλιξη και ένα άλυτο
ακόμα πρόβλημα στην Ιατρική Προτυποποίηση,
<b>Γεώργιος Δάσιος,</b>
Ομότιμος Καθηγητής Πανεπιστημίου Πατρών, Μέλος Ακαδημίας
Αθηνών.<br />
<br />
Δείτε την ομιλία εδώ: <a data-ft="{"tn":"-U"}" data-lynx-mode="async" data-lynx-uri="https://l.facebook.com/l.php?u=https%3A%2F%2Fyoutu.be%2F7QmDou3uT88%3Ffbclid%3DIwAR3jSJ6-KbW2R9otUtxEpWKOcrKE-NREFmUHa2MkqqpuswgcSwwbYMoAUjQ&h=AT3rB34Tc80LKeRa8utFW9KkGkE8zeevIxL2m4V6kBweMPCSTFf6lndZCU4ZArluSIz8PAdUNJofIU2d_0CsM7CRbnlhVmVSJxbBRMkFZqsdiv6af5yr9gjyL6zTlTVL0pi67gjPWAlOcJc7_M8B9pQmb3nXmyEHIhLLPaSlD_QSX2XxMtZxgJ6dBSisrh_kV_0dqGuOqOoKfZPKjMR7Cu1aBTCepPWlugU4_nBgXDN2mjEBtKYLSoYO7rwwMZ__qXi2BRPiQGrK33UgBfLXCh_rqWPEUJwPMTjdyJN1zmiGGgNgti5_MgMHkXuZ38uu0SIqmxkwUorMrtdSw2VEQ9uPphr4yFSFv3qHygrzYPO4aDCys5fP33q4TGSBAuTqI6h371mpn9oa4SYKviy3qhiudwSEWY_TCLhqGLiKHAV-lRQyVVSRiWVWNnfwEKMq10cJgC9BQ0Cz31AM5NJCKsJwgd0VHh9jlUMKbK--OoglSxnxH1zR5lA9CHB2UNUtnGPgyHmL6bQ2kkehceHJ2shaPM57GUIijQKQkLiAoxGQmiAM86IVEfdq5nrtBB8BWvjLFUXzXcxjX6eGJbJzsaWQdr4dJ0zRPCZzz1yqZHljtUN5XdC-sGs6x84" href="https://youtu.be/7QmDou3uT88?fbclid=IwAR3jSJ6-KbW2R9otUtxEpWKOcrKE-NREFmUHa2MkqqpuswgcSwwbYMoAUjQ" rel="noopener nofollow" style="background-color: white; color: #365899; cursor: pointer; font-family: Helvetica, Arial, sans-serif; font-size: 14px; text-decoration-line: none;" target="_blank">https://youtu.be/7QmDou3uT88</a><br />
<br />
<b>21:10 - 21:20</b> Προγραμματισμός για το σχ.έτος 2018-19,
<b>Σωτήρης Χασάπης,</b> Μαθηματικός Πρότυπο ΓΕΛ Ευαγγελικής Σχολής. <br />
<br />
<b>
21:20 - 22:00</b> Συζήτηση:
α. Το εργαστήριο και οι
στόχοι του,
β. Τα Μαθηματικά στο σημερινό Λύκειο.<br />
<br />
Δηλώσεις συμμετοχής:<br />
<a href="https://goo.gl/forms/qZeEGHvT50zGbESh2?fbclid=IwAR2H0NlPJRrn87EFYxHETPVZLN7ZPm1ZwMD96wrSDW_jLv2EkDofACTolcw" rel="noopener nofollow" target="_blank">https://goo.gl/forms/qZeEGHvT50zGbESh2</a><br />
<br />
ΑΦΙΣΑ:<br />
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sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-31086866355549979282018-05-12T01:01:00.001-07:002018-05-12T01:01:30.224-07:00Ανακλαστική ιδιότητα παραβολής - Απόδειξη και εφαρμογές<div dir="ltr" style="text-align: left;" trbidi="on">
Στο πλαίσιο της διάδοσης του προγράμματος κινητικότητας Erasmus+, έγινε διδασκαλία με εφαρμογή δυναμικών ερωτήσεων για την ανακλαστική ιδιότητα της παραβολής και τις ιδιότητές της.<br />
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Παρακάτω βλέπουμε την μικροταινία με την βηματική απόδειξη, σύμφωνα με τις απαντήσεις των μαθητών σε κατάλληλες ερωτήσεις.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxjxAxFxD94IIF7_k01IuhsZjypMiytmKD01_PUhzW4530ezTuTK7FVQVwC9sYzaTCLL1K3FqNFh-k5tJducg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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Ακολουθεί η παρουσίαση με τις εφαρμογές της ανακλαστικής ιδιότητας.<br />
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Κατεβάστε από <a href="https://mega.nz/#!DUJQBToa!cwiL-Fym-LMhiwp3JizTlt2dKRgR9V0Hg-5wOv6B1Lc">εδώ</a>.<br />
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Το αρχικό αρχείο geogebra κατεβάστε το από <a href="https://ggbm.at/cTtqr9nw">εδώ</a>.</div>
sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-12314865924575475152017-12-15T22:22:00.002-08:002018-02-09T21:08:14.869-08:00Ημερίδα Το πρόβλημα στα Μαθηματικά Ανασκόπηση<div dir="ltr" style="text-align: left;" trbidi="on">
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Παραθέτουμε παρακάτω μερικές φωτογραφίες από την ημερίδα<br />
<b>Αξιοποίηση κάθε μορφής προβλημάτων στη διδασκαλία των Μαθηματικών</b>, που διεξήχθη σε συνεργασία με το Σχολικό Σύμβουλο Μαθηματικών Δρ.Γ.Μπαραλό και την ΠΑΠΕΔΕ.<br />
Τα πλήρη κείμενα των παρουσιάσεων και ψηφιοποιημένες ομιλίες των ομιλητών βρίσκονται <a href="http://algebrateacherlab.blogspot.gr/2017/12/8-2017.html">εδώ</a>.<br />
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Ο καθηγητής Δημήτρης Χασάπης: <br />
<img alt="Φωτογραφία του Sot Mathematician." class="spotlight" height="360" src="https://scontent.fath3-2.fna.fbcdn.net/v/t1.0-9/24899898_10155336334153212_5203172776973437763_n.jpg?oh=ed50f480d55853483941f7c3a6577dbc&oe=5A88C597" style="height: 811px; width: 1440px;" width="640" /> <br />
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Ο συνάδελφος Αλκιβιάδης Τζελέπης:<br />
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<img alt="Φωτογραφία του Sot Mathematician." class="spotlight" height="225" src="https://scontent.fath3-2.fna.fbcdn.net/v/t1.0-9/24796285_10155336395688212_1922937086127516186_n.jpg?oh=82b50e5d0dbf3c7156ecbf799a3fd9c2&oe=5AC662FE" style="height: 811px; width: 1440px;" width="400" /> <br />
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<img alt="Φωτογραφία του Sot Mathematician." class="spotlight" height="180" src="https://scontent.fath3-2.fna.fbcdn.net/v/t1.0-9/24900245_10155336484903212_7652935834499613507_n.jpg?oh=9b524335c000c9eb06080d9a3d20e3da&oe=5AC3EE82" style="height: 811px; width: 1440px;" width="320" /><br />
Η γεμάτη αίθουσα του Ιδρύματος Ε.Ευγενίδου με πολλούς ενδιαφερόμενους συναδέλφους:<br />
<img alt="Φωτογραφία του Sot Mathematician." class="spotlight" src="https://scontent.fath3-2.fna.fbcdn.net/v/t1.0-9/24909997_10155336333363212_7888776952284527016_n.jpg?oh=8d9b6cab7b3b2ac97e9095ff354a7522&oe=5AD5F29F" style="height: 811px; width: 1440px;" /></div>
sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-53979139346897243632017-12-02T22:18:00.001-08:002017-12-02T22:19:50.520-08:00Ας μιλήσουμε για Μαθηματικά, μέρος 1...<div dir="ltr" style="text-align: left;" trbidi="on">
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<img alt="Φωτογραφία του Sot Mathematician." class="spotlight" height="360" src="https://scontent.fath3-1.fna.fbcdn.net/v/t31.0-8/24210346_10155317094113212_4046486950061852078_o.jpg?oh=dde12e61713f17b84106ac5bc19daf06&oe=5AC77FF7" width="640" /><br />
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<b>Παρασκευή 1 Δεκεμβρίου 2017, Πρότυπο ΓΕΛ Ευαγγελικής Σχολής Σμύρνης, ώρα 19:00 - 21:00.</b><br />
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Από την ομιλία του Ακαδημαϊκού Γεώργιου Δάσιου <span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody">"Ανασκευή και Γενίκευση Απειροστικών Τελεστών", στο πλαίσιο των ομιλιών του Εργαστηρίου άλγεβρας για Μαθηματικά Θέματα.</span></span></span> </div>
sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-67844725853603155722017-12-01T23:14:00.001-08:002017-12-18T20:30:48.498-08:00Το πρόβλημα στα Μαθηματικά - Ημερίδα 8 Δεκεμβρίου 2017<div dir="ltr" style="text-align: left;" trbidi="on">
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Ημερίδα του Εργαστηρίου άλγεβρας Παρασκευή 8 Δεκεμβρίου ώρα 18:00 στο Ίδρυμα Ευγενίδου.<br />
Δηλώσεις συμμετοχής: <a data-ft="{"tn":"-U"}" data-lynx-mode="async" data-lynx-uri="https://l.facebook.com/l.php?u=https%3A%2F%2Fgoo.gl%2Fforms%2F47A2FAuzdtsR6oXt2&h=ATOx2xzboMJLbWmcKdz9j3TgesdR1ATrC9XP-VE5yApfy-M8QvGuf2dhJjetRIZKcXiLT-BzpW41ovpuGKaLW0UVPl1Ink5DFeglWz5DenO9l4yHkVunAubnYN2tipzgnthc92qVcwjeq5HFs_5wfD20a4LACYaMOcAxrpG4gEXNzSpHQEZ861a2fbQh7xcNGs11AIkEx9THZA-lKdhGZieLE4OOQIMzYHmoIxMxwzbxqyc4ZPgZk-mM2J4p90-xLiYPqhLVDWTnBnJXBM8SGMs6EIqGue8" href="https://goo.gl/forms/47A2FAuzdtsR6oXt2" rel="nofollow" target="_blank">https://goo.gl/forms/47A2FAuzdtsR6oXt2</a></div>
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Η εκδήλωση έγινε με επιτυχία παρουσία 150 περίπου συναδέλφων. </div>
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<a href="https://youtu.be/c42QYvsNbwI">Χαιρετισμοί</a> της <a href="https://youtu.be/AROpf0yBAiA">εκδήλωσης</a>.<br />
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<b>Δ.Χασάπης</b>: <i>Από την επίλυση προβλημάτων στις συνθετικές εργασίες STEM στη διδασκαλία των Μαθηματικών.</i><br />
παρουσίαση - <a href="https://youtu.be/Y3PCXZ8GGvM">ψηφιοποιημένη ομιλία</a><br />
<b>Α.Τζελέπης - Σ.Χασάπης</b>: <i>Με αφορμή ένα πρόβλημα...</i><br />
<a href="http://users.sch.gr/shasapis/autosch/joomla15/index.php/didaskalis/392-imerida17">παρουσίαση</a> - <a href="https://youtu.be/cKDzDV75PsY">ψηφιοποιημένη ομιλία</a><br />
<b>Χ.Τριανταφύλλου</b>: <i>Η επίλυση προβλήματος στην έρευνα και τη διδασκαλία.</i><br />
παρουσίαση - <a href="https://youtu.be/jadscNv_pT4">ψηφιοποιημένη ομιλία</a><br />
<b>Θ.Παπανικολάου</b><i></i>: Ένα πρόβλημα<br />
παρουσίαση - <a href="https://www.youtube.com/watch?v=qX6_FLrZ0xE&index=3&list=PLh_GrARrSv9UgZyeg0ymIqELlfNrugSll">ψηφιοποιημένη ομιλία</a><br />
<b>Δ.Διαμαντίδης - Χ.Μαλλιάρης</b>: Ένα πρόβλημα στο γυμνάσιο.<br />
παρουσίαση - <a href="https://youtu.be/TXDFnDKSOaM">ψηφιοποιημένη ομιλία</a>.<br />
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Η ημερίδα διεξήχθη σύμφωνα με το παρακάτω πρόγραμμα.<br />
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<a class="_4-eo _2t9n _50z9" data-ft="{"tn":"E"}" data-ploi="https://scontent.fath3-1.fna.fbcdn.net/v/t1.0-9/24232409_846134332215278_1558991110761779499_n.png?oh=435b036aaf8e6a1e40ffa8f57999804a&oe=5AD71359" data-render-location="homepage_stream" href="https://www.facebook.com/algebrateacherlab/photos/a.769391039889608.1073741827.629919143836799/846134332215278/?type=3" rel="theater" style="width: 450px;"><img alt="Φωτογραφία του χρήστη Εργαστήριο Άλγεβρας Προτύπου ΓΕΛ Ευαγγελικής Σχολής Σμύρνης." class="scaledImageFitWidth img" height="640" src="https://scontent.fath3-1.fna.fbcdn.net/v/t1.0-9/24232409_846134332215278_1558991110761779499_n.png?oh=435b036aaf8e6a1e40ffa8f57999804a&oe=5AD71359" width="411" /></a> <br />
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<a class="_4-eo _2t9n _50z9" data-ft="{"tn":"E"}" data-ploi="https://scontent.fath3-1.fna.fbcdn.net/v/t1.0-9/24232409_846134332215278_1558991110761779499_n.png?oh=435b036aaf8e6a1e40ffa8f57999804a&oe=5AD71359" data-render-location="homepage_stream" href="https://www.facebook.com/algebrateacherlab/photos/a.769391039889608.1073741827.629919143836799/846134332215278/?type=3" rel="theater" style="width: 450px;">
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sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-44729096159083057602017-07-13T00:09:00.000-07:002017-07-13T00:42:18.696-07:00Ομιλίες - 5η ημερίδα Εργαστηρίου Άλγεβρας προτύπου ΓΕΛ Ευαγγελικής Σχολής Σμύρνης<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://youtu.be/oEPBHgnCjXc"><span style="font-size: small;"><b><span style="font-size: xx-small;">Καλωσόρισμα - Πρόγραμμα</span></b></span></a><br />
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<span style="font-size: small;"><b><span style="font-size: xx-small;"> </span></b></span>
<span style="font-size: small;"><b><span style="font-size: xx-small;">Α΄μέρος</span></b></span></div>
<br /><span style="font-size: xx-small;">Π.Αργύρη, Γ.Γιώτης, Σ. Χασάπης, Προσεγγίσεις στην τάξη</span><br />
<span style="font-size: small;"><a href="https://youtu.be/lRzaQkAk4d4"><span style="font-size: xx-small;">Δρ.Γ. Μπαραλός, Πολλαπλές Αναπαραστάσεις και Τ.Π.Ε.</span></a></span>
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<span style="font-size: small;"><a href="https://youtu.be/InUBw77awLg"><span style="font-size: xx-small;">Κ.Γαβρίλης, Αλγεβρικές δραστηριότητες στα σχολικά Μαθηματικά, Απόψεις, ιδέες, προτάσεις</span></a></span></div>
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<span style="font-size: small;"><a href="https://youtu.be/Dn_mYo5gkls"><span style="font-size: xx-small;">Γ.Αλεξόπουλος, Α.Μανιατοπούλου, Α.Τζελέπης, Εύρεση Συνάρτησης, ένα σημαντικό πρόβλημα της Ανάλυσης</span></a></span><br />
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<span style="font-size: small;"><b><span style="font-size: xx-small;">Β΄μέρος</span></b></span></div>
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<span style="font-size: small;"><a href="https://youtu.be/M8F8JL7mI5E"><span style="font-size: xx-small;"><span style="font-size: xx-small;">Γεώργιος Δάσιος, Τα Μαθηματικά στη λειτουργία του ανθρωπίνου σώματος</span></span></a></span></div>
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<span style="font-size: small;"><a href="https://youtu.be/m1o_lk-0AH4"><span style="font-size: xx-small;">Θεοδόσης Ζαχαριάδης, Η Μαθηματική ασυνέχεια κατά τη μετάβαση από το Λύκειο σε ένα τμήμα Μαθηματικών</span></a></span></div>
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<span style="font-size: small;"><a href="https://youtu.be/FHU7lLgyfA0"><span style="font-size: xx-small;">Νίκος Σ. Μαυρογιάννης, Λογική και Άλγεβρα</span></a></span><br />
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<span style="font-size: small;"><span style="font-size: xx-small;">Ευχαριστούμε και πάλι το <a href="http://www.eugenfound.edu.gr/">Ίδρυμα Ε.Ευγενίδου</a> για τη φιλοξενία.</span></span><br />
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<span style="font-size: small;"><span style="font-size: xx-small;">Τα μέλη του Εργαστηρίου 2016-17 : </span></span><br />
<span style="font-size: small;"><span style="font-size: xx-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoO01aO0PfFIWA_2zjgP9PG7acDksOSJVypXWYH6MQWbSUl2c_PL9z9hHjLfjJuZpgUj0Mk7pvJ3uq6SXwUkp8KSUSTg870DmqoU7GT77unCtkQP5E7ssTykivL2Lu4_hOcXs1e_jSWNg/s1600/%25CE%259C%25CE%25AD%25CE%25BB%25CE%25B7+%25CE%2595%25CF%2581%25CE%25B3%25CE%25B1%25CF%2583%25CF%2584%25CE%25B7%25CF%2581%25CE%25AF%25CE%25BF%25CF%2585.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="595" data-original-width="1041" height="363" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoO01aO0PfFIWA_2zjgP9PG7acDksOSJVypXWYH6MQWbSUl2c_PL9z9hHjLfjJuZpgUj0Mk7pvJ3uq6SXwUkp8KSUSTg870DmqoU7GT77unCtkQP5E7ssTykivL2Lu4_hOcXs1e_jSWNg/s640/%25CE%259C%25CE%25AD%25CE%25BB%25CE%25B7+%25CE%2595%25CF%2581%25CE%25B3%25CE%25B1%25CF%2583%25CF%2584%25CE%25B7%25CF%2581%25CE%25AF%25CE%25BF%25CF%2585.png" width="640" /></a> </span> </span></div>
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sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-2841324114834790722017-07-10T02:36:00.001-07:002017-07-10T02:36:13.892-07:00ΜΑΘΗΜΑΤΙΚΑ ΠΡΟΤΥΠΑ ΣΤΙΣ ΑΠΕΙΚΟΝΙΣΕΙΣ ΤΟΥ ΕΓΚΕΦΑΛΟΥ / MATHEMATICS IN MODERN SCIENCE AND TECHNOLOGY - YouTube<a href="https://www.youtube.com/watch?v=q6_DW80_LBc">ΜΑΘΗΜΑΤΙΚΑ ΠΡΟΤΥΠΑ ΣΤΙΣ ΑΠΕΙΚΟΝΙΣΕΙΣ ΤΟΥ ΕΓΚΕΦΑΛΟΥ / MATHEMATICS IN MODERN SCIENCE AND TECHNOLOGY - YouTube</a><br /><br />
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Ομιλία του Ακαδημαϊκού Καθηγητή Γ. Δάσιου sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-18787620055205536022017-06-27T12:29:00.001-07:002017-06-27T12:31:13.810-07:00Εύρεση Συνάρτησης. Υλικό εργαστηρίου 2017 Μέρος Α. <div dir="ltr" style="text-align: left;" trbidi="on">
Μπορείτε να κατεβάσετε το τεύχος από <a href="https://drive.google.com/open?id=0B4-J8heJ6MVkZzNyekdvMk0tc0U">εδώ</a>.<br />
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<img alt="" 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" /></div>
sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-62133103810266717222017-06-11T10:14:00.003-07:002017-06-11T10:15:33.446-07:005η Ημερίδα Εργαστηρίου Άλγεβρας Ευαγγελικής Σχολής Σμύρνης 2017<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://goo.gl/forms/SnfwKVKXW6BVjmTz2">Δηλώσεις συμμετοχής: https://goo.gl/forms/SnfwKVKXW6BVjmTz2</a></div>
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<b><u>ΠΡΟΓΡΑΜΜΑ</u></b></div>
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<b>5η Ετήσια Ημερίδα 2017</b> του Εργαστηρίου Άλγεβρας του Προτύπου ΓΕΛ Ευαγγελικής Σχολής Σμύρνης</div>
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<span style="text-decoration: underline;">Διδακτικές προσεγγίσεις των Μαθηματικών του Λυκείου</span><br />
<b><br />Ίδρυμα Ευγενίδου<br />Δευτέρα 26 Ιουνίου 2017, ώρα 17.20</b><br />
<br />
Πρόγραμμα Ημερίδας<br />
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<br /></div>
<div style="text-align: left;">
<span style="font-size: x-small;">17.20 - 17.30 Σ.Χασάπης, Αντί προλόγου...</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;">17.30 - 17.45 Π.Αργύρη, Γ.Γιώτης, Σ. Χασάπης, Προσεγγίσεις στην τάξη</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;">17.45 - 18.05 Δρ.Γ. Μπαραλός, Πολλαπλές Αναπαραστάσεις και Τ.Π.Ε.</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;">18.05 - 18.25 Κ.Γαβρίλης, Αλγεβρικές δραστηριότητες στα σχολικά Μαθηματικά, Απόψεις, ιδέες, προτάσεις</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;">18.25 - 18.45 Γ.Αλεξόπουλος, Α.Μανιατοπούλου, Α.Τζελέπης, Εύρεση Συνάρτησης, ένα σημαντικό πρόβλημα της Ανάλυσης</span></div>
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<span style="font-size: x-small;">18.45 - 19.10 Ερωτήσεις - Διάλειμμα</span><span style="font-size: x-small;"><span style="font-size: x-small;"> </span></span></div>
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<span style="font-size: x-small;"><span style="font-size: x-small;">19.10 - 19.40 Γεώργιος Δάσιος, Τα Μαθηματικά στη λειτουργία του ανθρωπίνου σώματος</span></span></div>
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<span style="font-size: x-small;">19.40 - 20.10 Θεοδόσης Ζαχαριάδης, Η Μαθηματική ασυνέχεια κατά τη μετάβαση από το Λύκειο σε ένα τμήμα Μαθηματικών</span></div>
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<span style="font-size: x-small;">20.10 - 20.40 Νίκος Σ. Μαυρογιάννης, Λογική και Άλγεβρα</span></div>
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<span style="font-size: x-small;">20.40 - 21.00 Ερωτήσεις - Αποφώνηση</span></div>
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<span style="font-size: x-small;"><br />Με την ευγενική παραχώρηση της αίθουσας από το Ίδρυμα Ευγενίδου <a class="postlink" href="http://www.eugenfound.edu.gr/">http://www.eugenfound.edu.gr</a><br />Λ.Συγγρού 387 - 175 64 Παλαιό Φάληρο (Είσοδος από Πεντέλης 11)<br /><br />Ιστολόγιο Εργαστηρίου Άλγεβρας: <a class="postlink" href="http://algebrateacherlab.blogspot.gr/">http://algebrateacherlab.blogspot.gr</a><br />Δηλώσεις συμμετοχής ( απαραίτητες για την έκδοση βεβαίωσης παρακολούθησης ): <br /><a class="postlink" href="https://goo.gl/forms/SnfwKVKXW6BVjmTz2">https://goo.gl/forms/SnfwKVKXW6BVjmTz2</a><br /><br />Επικοινωνία: <a href="mailto:algebrateacherlab@gmail.com">algebrateacherlab@gmail.com</a></span> </div>
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<img border="0" data-original-height="1600" data-original-width="1132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDi-ESX1Fn1uZzEpL4AAh2GGd1SbgdlKBBl7EHJZGZ5kyslkI_s5qO02KIxsMRbRQSV4cTA0_hHSJWZFjii01VYYhc3TZnNP4zXA3HVAgZiFYn2BbCNQq0PhJTLu2g-MhnQ4hSlbX6-FU/s1600/%25CE%2591%25CE%25A6%25CE%2599%25CE%25A3%25CE%2591%25CE%2597%25CE%259C%25CE%2595%25CE%25A1%25CE%2599%25CE%2594%25CE%2591%25CE%25A32017te4_1.jpg" /></div>
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sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-10379856060333645382016-11-05T10:09:00.001-07:002016-11-05T10:09:39.150-07:005η Χρονιά - 3η συνάντηση - Τετάρτη 09-11-2016<div dir="ltr" style="text-align: left;" trbidi="on">
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Συνάδελφοι, σύμφωνα με τη συζήτηση που είχαμε στην τελευταία
συνάντηση, στόχος μας για την <b>επόμενη συνάντηση Τετάρτη
9-11-2016</b> ώρα <b>13:00</b> θα είναι η δημιουργία ενός
πλήρους οδηγού καθηγητή για μία διδασκαλία της συνάρτησης ημχ στην
τάξη. Είναι πιθανό να μπορεί να γίνει κάτι τέτοιο εντός Νοεμβρίου.
Γύρω από αυτή τη δειγματική διδασκαλία της έννοιας, οι πυρήνες
ενημέρωσης προς το συνάδελφο, με τους οποίους θα ασχοληθούμε θα
είναι συνοπτικά οι εξής: <br />
</div>
1. Ιστορία της έννοιας - Διάφορα στοιχεία εξέλιξής της -
Εισαγωγή της έννοιας<br />
<br />
2. Θέματα εξετάσεων (Πανελληνίων, Διαγωνισμών, Προαγωγικών,
άλλων χωρών κλπ, όπως μπορεί να εμφανίζονται σχετικά με την
έννοια)<br />
3. Εφαρμογές - Προβλήματα (σύνδεση με επιστήμες, στην
πραγματική ζωή, στρατηγικές επίλυσης προβλημάτων σχετικών,
σύνδεση με την ανάλυση κλπ)<br />
4. Νέες τεχνολογίες ( Ψηφιακά εργαλεία στην άλγεβρα, Δημιουργία
περιβαλλόντων διερεύνησης των εννοιών, κλπ)<br />
Επισυνάπτω και τα σχετικά σχεδιαγράμματα από τον Πίνακα.<div class="separator" style="clear: both; text-align: justify;">
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Στα επόμενα βλέπουμε τα σχεδιαγράμματα όπως συζητήθηκαν στη 2η συνάντηση του εργαστηρίου.<img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqD3g9ngZV-tOu9P2zDXudYexM_DLIV7ZCTqC0SrpmiaSSijhmkzMmxPFcUhyW_33AAGs87Xa-rV1aCrUhF_eVV52DPq1CnrAKDo8s1hbgm6rfqDadCXwsk-zRlzCFTZNugKfVqURF9EA/s640/eva1.jpg" width="640" />Σ</div>
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sotirishttp://www.blogger.com/profile/02913491613154020052noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-73264728298206269662016-07-11T11:09:00.000-07:002016-07-16T01:30:57.535-07:00 Βίντεο, παρουσιάσεις και εισηγήσεις από την 4η Ετήσια Ημερίδα (Ίδρυμα Ευγενίδου 15-6-2016)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "georgia" , "times new roman" , serif;">Ν.Σ. Μαυρογιάννης, Πρότυπο Λύκειο Ευαγγελικής Σχολής Σμύρνης</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Η χρονιά που πέρασε και η χρονιά που θάρθει.</span></h3>
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<span style="font-family: "georgia" , "times new roman" , serif;">Απόστολος Σίδερης, 3ο Λύκειο Αλίμου</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Άλγεβρα Α´ Λυκείου. Άλλη οπτική.</span></h4>
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Φύλλα Εργασίας:<br />
<a href="https://drive.google.com/file/d/0B4-J8heJ6MVkSzlIY3VsX2hOeVM0d0lKWmxDRWhqdmJhenpV/view?usp=sharing">Γραμμική Συνάρτηση</a><br />
<a href="https://drive.google.com/file/d/0B4-J8heJ6MVkSzlIY3VsX2hOeVM0d0lKWmxDRWhqdmJhenpV/view?usp=sharing">Ισοδύναμες Παραστάσεις</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyOyp2wQsm32_oZZrowMeEh8OAtmpRNf3545RSj1sCCo5ixvnUzVMIOdpGf901msn5EdG_LyOMaAnFnqMMDL1rJDNNmSyF1WdeWakqN0_pQX0OsythOgWXVj4taX4GEJaSJJKJegB4TIUZ/s1600/fornament.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="107" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyOyp2wQsm32_oZZrowMeEh8OAtmpRNf3545RSj1sCCo5ixvnUzVMIOdpGf901msn5EdG_LyOMaAnFnqMMDL1rJDNNmSyF1WdeWakqN0_pQX0OsythOgWXVj4taX4GEJaSJJKJegB4TIUZ/s200/fornament.jpg" width="200" /></a></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Σωτήριος Χασάπης, Πρότυπο Λύκειο Ευαγγελικής Σχολής Σμύρνης</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Άλγεβρα Β´Λυκείου. Από την Άλγεβρα στην Ανάλυση.</span></h3>
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<span style="font-family: "georgia" , "times new roman" , serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyOyp2wQsm32_oZZrowMeEh8OAtmpRNf3545RSj1sCCo5ixvnUzVMIOdpGf901msn5EdG_LyOMaAnFnqMMDL1rJDNNmSyF1WdeWakqN0_pQX0OsythOgWXVj4taX4GEJaSJJKJegB4TIUZ/s1600/fornament.jpg" imageanchor="1" style="font-family: "Times New Roman"; margin-left: 1em; margin-right: 1em;"><img border="0" height="107" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyOyp2wQsm32_oZZrowMeEh8OAtmpRNf3545RSj1sCCo5ixvnUzVMIOdpGf901msn5EdG_LyOMaAnFnqMMDL1rJDNNmSyF1WdeWakqN0_pQX0OsythOgWXVj4taX4GEJaSJJKJegB4TIUZ/s200/fornament.jpg" width="200" /></a></span><br />
<span style="font-family: "georgia" , "times new roman" , serif;">Αμαλία Μανιατοπούλου, Ιωάννης Αλεξόπουλος, Ιδιωτική Εκπαίδευση,</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Προβλήματα και Εφαρμογές στην Αναλυτική Γεωμετρία.</span></h3>
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<span style="font-family: "georgia" , "times new roman" , serif;">Ζήνων Λυγάτσικας, Δρ. Μαθηματικών, Βαρβάκειο Πρότυπο Λύκειο,</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Μαθηματικά και Άλγεβρα στο Λύκειο.</span></h3>
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<span style="font-family: "georgia" , "times new roman" , serif;">Ευάγγελος Ράπτης, Καθηγητής Τμήματος Μαθηματικών ΕΚΠΑ,</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Περί Πολυωνύμων.</span></h3>
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<span style="font-family: "georgia" , "times new roman" , serif;">Τεύκρος Μιχαηλίδης, Δρ Μαθηματικών-Συγγραφέας, </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Η γεωμετρική πρόοδος ως πύλη εισόδου προς το άπειρο και το απειροστό.</span></h3>
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<a href="https://drive.google.com/open?id=0B4-J8heJ6MVkOEJxeE90aWxZWVE"> Περιγραφή δραστηριότητας</a></div>
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<a href="https://drive.google.com/open?id=0B4-J8heJ6MVkNmNfUEJrc3FMQUU">Θέματα ομαδικής εργασίας</a></div>
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<a href="https://drive.google.com/open?id=0B4-J8heJ6MVkT1pjdEo1Z05NVjQ">Φύλλο Εργασίας 1</a></div>
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<a href="https://drive.google.com/open?id=0B4-J8heJ6MVkeFFtaXVaa3p5YTQ">Φύλλο Εργασίας 2</a></div>
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<a href="https://drive.google.com/open?id=0B4-J8heJ6MVkdGdOQ1lqMnZ1S3c">Φύλλο Εργασίας 3</a></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Συζήτηση </span></h3>
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<span style="font-family: "georgia" , "times new roman" , serif;">Συντονισμός: Κωνσταντίνος Γαβρίλης, Σχολικός Σύμβουλος Μαθηματικών, Δ' Αθήνας</span></div>
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algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-31122760047459775282016-06-14T12:38:00.001-07:002016-06-14T12:39:28.365-07:00Προβλήματα και Εφαρμογές στην Αναλυτική Γεωμετρία<div dir="ltr" style="text-align: left;" trbidi="on">
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Από την ομάδα μαθηματικών προβλημάτων.<br />
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algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-37093713017453673462016-06-10T13:32:00.000-07:002016-06-10T13:32:39.806-07:00Ετοιμάζοντας το Εργαστήριο για την χρονιά 2016-2017<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #274e13; color: lime; font-family: Georgia, Times New Roman, serif; font-size: x-large;">Προτάσεις από μας και από σας </span></h2>
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<span style="background-color: #274e13; color: lime; font-family: Georgia, Times New Roman, serif; font-size: x-large;">της επόμενης χρονιάς 2016-2017</span></h2>
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algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-39770780365844827132016-06-01T15:16:00.000-07:002016-06-02T13:38:47.199-07:004η Ετήσια Ημερίδα του Εργαστηρίου 'Αλγεβρας<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBtyR_bDLeRRhuExOw7DNsZSOlTWr37hzKKDIOiOJmmDX6QTlhiEQyUADxRZ1DQo58Fz7bRGIL2FS5CNbs9N8hZtRkDkcjnsbyt2a4PI34IVsLSwNoMMVZBtyc0K-qIORAEdyFekrgBaDL/s1600/15062016small.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBtyR_bDLeRRhuExOw7DNsZSOlTWr37hzKKDIOiOJmmDX6QTlhiEQyUADxRZ1DQo58Fz7bRGIL2FS5CNbs9N8hZtRkDkcjnsbyt2a4PI34IVsLSwNoMMVZBtyc0K-qIORAEdyFekrgBaDL/s1600/15062016small.png" /></a></div>
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H αφίσα: </h2>
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pdf: <a href="https://drive.google.com/open?id=0B4-J8heJ6MVkLU9CQ1NIUUplX2s">https://drive.google.com/open?id=0B4-J8heJ6MVkLU9CQ1NIUUplX2s</a></div>
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png: <a href="https://drive.google.com/open?id=0B4-J8heJ6MVkTTNNMVg0OU5GMWs">https://drive.google.com/open?id=0B4-J8heJ6MVkTTNNMVg0OU5GMWs</a></div>
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Συμμετοχές </h2>
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<a href="https://docs.google.com/forms/d/1u5aISm7A1m6DDxqKE2RNkYBHGOmIjw3Uv0HwuVP4HkE/viewform?edit_requested=true">https://docs.google.com/forms/d/1u5aISm7A1m6DDxqKE2RNkYBHGOmIjw3Uv0HwuVP4HkE/viewform?edit_requested=true</a></h3>
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algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-12539889206164914672016-05-06T02:09:00.003-07:002016-05-06T05:49:00.660-07:00Δύο κείμενα εργασίας της περιόδου 2012-2013<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "georgia" , "times new roman" , serif; font-weight: normal;">Στο Εργαστήριο Άλγεβρας κατά καιρούς έχουν χρησιμοποιηθεί κείμενα εργασίας. Πρόκειται για κείμενα που έχουν γραφεί κατά βάση για εσωτερική χρήση του Εργαστηρίου. Αναρτούμε δύο κείμενα εργασίας της περιόδου 2012-2013.</span></h3>
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<a href="https://drive.google.com/open?id=0B4-J8heJ6MVkZTBWLVY1U2J5ODQ">https://drive.google.com/open?id=0B4-J8heJ6MVkZTBWLVY1U2J5ODQ</a><br />
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<a href="https://drive.google.com/open?id=0B4-J8heJ6MVkR2NySlRTWHdoSGM">https://drive.google.com/open?id=0B4-J8heJ6MVkR2NySlRTWHdoSGM</a></div>
algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-50992972196841495872016-04-09T15:40:00.003-07:002016-04-12T09:29:26.896-07:00Σεμινάριο για την Άλγεβρα του Λυκείου και συναφή θέματα. Διάλεξη 5η. Μαριλένα Μητρούλη: Οι πίνακες Hadamard στην Αριθμητική Γραμμική Αλγεβρα<div dir="ltr" style="text-align: left;" trbidi="on">
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Η αφίσα της ομιλίας:</h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDD5UUn7i5A1qH7ZR4RRKwH66MdpdqWdhZOKMi63_2np-2CVnQgTT8Rt7i4azxLyA8T2-vmfU_rO9SEcEAuaUO-K9wNj5rqk5AyQq7m84rNz523hihE_XUafzcMFZle3lkcyscvXaufqUE/s1600/06042016smal.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDD5UUn7i5A1qH7ZR4RRKwH66MdpdqWdhZOKMi63_2np-2CVnQgTT8Rt7i4azxLyA8T2-vmfU_rO9SEcEAuaUO-K9wNj5rqk5AyQq7m84rNz523hihE_XUafzcMFZle3lkcyscvXaufqUE/s1600/06042016smal.png" /></a></div>
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<b>Το βίντεο της ομιλίας:</b></h3>
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Οι παρουσιάσεις της ομιλίας:</h3>
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<iframe height="315" src="https://drive.google.com/file/d/0B4-J8heJ6MVkSUsxbVF3d29leFk/preview" width="640"></iframe></div>
algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-14048024309141718722016-03-30T08:01:00.001-07:002016-03-30T08:01:56.456-07:00Σεμινάριο για την Άλγεβρα του Λυκείου και συναφή θέματα. Διάλεξη 5η, <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: white; color: #222222; font-family: "georgia" , "times new roman" , serif; line-height: 18.48px; text-align: left;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "georgia" , "times new roman" , serif; line-height: 18.48px; text-align: left;">Στην 5η Διάλεξη του Σεμιναρίου η Μαριλένα Μητρούλη, Αν. Καθηγήτρια στο Τμήμα Μαθηματικών του ΕΚΠΑ θα μιλήσει με θέμα:</span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;"><br /></span><span style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;"></span></span>
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<span style="color: #222222; font-family: "georgia" , "times new roman" , serif; font-size: large; font-weight: normal; line-height: 18.48px;"> </span><span style="background-color: transparent; font-weight: normal; line-height: 18.48px; text-align: left;"><span style="color: #222222; font-family: georgia, times new roman, serif; font-size: large;">Οι πίνακες Hadamard στην Αριθμητική Γραμμική Αλγεβρα</span></span></h2>
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<span style="color: #222222; font-family: georgia, times new roman, serif;"><span style="font-size: 13.2px; font-weight: normal; line-height: 18.48px;">Οι πίνακες Hadamard θεμελιώθηκαν από το Γάλλο μαθηματικό Jacques </span></span><span style="color: #222222; font-family: georgia, 'times new roman', serif; font-size: 13.2px; font-weight: normal; line-height: 18.48px;">Hadamard το 1893. Τους χαρακτηρίζει η απλότητα του ορισμού ( έχουν </span><span style="color: #222222; font-family: georgia, 'times new roman', serif; font-size: 13.2px; font-weight: normal; line-height: 18.48px;">στοιχεία +1, -1 και είναι ορθογώνιοι) και διέπονται από πολύ </span><span style="color: #222222; font-family: georgia, 'times new roman', serif; font-size: 13.2px; font-weight: normal; line-height: 18.48px;">ενδιαφέρουσες μαθηματικές ιδιότητες. Είναι συνδεδεμένοι με διάσημες </span><span style="color: #222222; font-family: georgia, 'times new roman', serif; font-size: 13.2px; font-weight: normal; line-height: 18.48px;">εικασίες στο χώρο της Αριθμητικής Γραμμικής Αλγεβρας, εκ των οποίων </span><span style="color: #222222; font-family: georgia, 'times new roman', serif; font-size: 13.2px; font-weight: normal; line-height: 18.48px;">κάποιες είναι έως σήμερα αναπάντητες. Λόγω της δομημένης μορφής τους, </span><span style="color: #222222; font-family: georgia, 'times new roman', serif; font-size: 13.2px; font-weight: normal; line-height: 18.48px;">αποτελούν χρήσιμο εργαλείο για την επίλυση προβλημάτων στην </span><span style="color: #222222; font-family: georgia, 'times new roman', serif; font-size: 13.2px; font-weight: normal; line-height: 18.48px;">Αριθμητική Ανάλυση, στη Στατιστική, στη Θεωρία Κωδίκων καθώς και </span><span style="color: #222222; font-family: georgia, 'times new roman', serif; font-size: 13.2px; font-weight: normal; line-height: 18.48px;">στη Κρυπτογραφία.</span></h4>
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<span style="line-height: 18.48px; text-align: left;"><span style="font-family: "georgia" , "times new roman" , serif;">Δηλώσεις Συμμετοχής στο Σεμινάριο: </span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><a href="http://goo.gl/forms/LQ3ZcedcYb">http://goo.gl/forms/LQ3ZcedcYb</a></span></div>
<span style="color: #222222; line-height: 18.48px; text-align: left;"><span style="font-family: "georgia" , "times new roman" , serif;">Η αφίσα σε pdf:</span></span><br />
<span style="text-align: left;"><span style="color: #222222; font-family: "georgia" , "times new roman" , serif; line-height: 18.48px;"><a href="https://drive.google.com/file/d/0B4-J8heJ6MVkUlliUXdMSWJva1E/view?usp=sharing">https://drive.google.com/file/d/0B4-J8heJ6MVkRVZvaTMyb190RVk/view?usp=sharing</a></span></span></div>
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algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0tag:blogger.com,1999:blog-8850747553231957399.post-4024969310966287432016-03-19T15:15:00.000-07:002016-03-19T15:15:19.995-07:00Σεμινάριο για την Άλγεβρα του Λυκείου και συναφή θέματα. Διάλεξη 4η. Χρήστος Αθανασιάδης: Άλγεβρα και Συνδυαστική.<div dir="ltr" style="text-align: left;" trbidi="on">
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Η αφίσα της ομιλίας:</h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlEEnAMPD7_QDuRgCr8UO31fZPVQedW2Pmxuc0-7BPlbPRai1hJwwg77ADBMM7TK7z9Z70VnPaxCwq0Gg4byMKZQ3qi-Sa65edOLk0Yp55145B9q0TSn-ahC11KQ0ElyM0l5eyNk65gkyI/s1600/03022016small.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlEEnAMPD7_QDuRgCr8UO31fZPVQedW2Pmxuc0-7BPlbPRai1hJwwg77ADBMM7TK7z9Z70VnPaxCwq0Gg4byMKZQ3qi-Sa65edOLk0Yp55145B9q0TSn-ahC11KQ0ElyM0l5eyNk65gkyI/s1600/03022016small.png" /></a></div>
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<b>Το βίντεο της ομιλίας:</b></h3>
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algebrateacherlabhttp://www.blogger.com/profile/08581779045202544753noreply@blogger.com0