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		<h1>Tương lai của khám phá khoa học là dựa vào mở</h1>
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			<p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b><span style="background: rgb(255, 255, 0);">The future of scientific discovery relies on open</span></b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Posted 04 Aug 2014 by Marcus D. Hanwell</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Theo: <a href="http://opensource.com/education/14/8/evolution-open">http://opensource.com/education/14/8/evolution-open</a></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Bài được đưa lên Internet ngày: 04/08/2014</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><font color="rgb(255, 0, 0);">Lời người dịch: </font><font color="rgb(255, 0, 0);"><b>Định nghĩa Mở: “Một mẩu dữ liệu hoặc nội dung là mở nếu bất kỳ ai đó được tự do sử dụng, sử dụng lại và phân phối lại nó - chỉ tuân thủ, nhiều nhất, yêu cầu ghi nhận công và/hoặc chia sẻ tương tự”</b></font><font color="rgb(255, 0, 0);">. “Đây là thời điểm cực kỳ thú vị cho khoa học mở và sự giao cắt của nó với cộng đồng nguồn mở”. “Khoa học mở là quan trọng sống còn cho việc tăng tốc độ phát hiện và cấp vốn tiếp tục cho các nghiên cứu hàn lâm. Ít nhất </font><a href="https://www.research.hsbc.com/midas/Res/RDV?ao=20&amp;key=RxArFbnG1P&amp;n=360010.PDF">80% các nghiên cứu hàn lâm được cấp vốn nhà nước, hoặc từ thiện</a><font color="rgb(255, 0, 0);">. Vì thế rõ ràng là nghiên cứu nên được thực hiện theo cách thức tối đa hóa hoàn vốn đầu tư; khuyến khích việc chia sẻ, sử dụng lại, và cộng tác cho sự giành được tổng thể. </font><font color="rgb(255, 0, 0);"><b>Trong khoa học &#039;đóng&#039;, ít người có thể đọc được xuất bản phẩm (nó phải trả tiền) và không ai ngoài nhóm tác giả gốc ban đầu có thể sử dụng lại các dữ liệu hoặc mã được sử dụng để sinh ra các kết quả đó</b></font><font color="rgb(255, 0, 0);">. Mô hình khoa học đóng dẫn tới tiến bộ không có hiệu quả sâu sắc, chậm hơn, khó khăn hơn. </font><font color="rgb(255, 0, 0);"><b>Theo mô hình khoa học mở, các xuất bản phẩm sẽ mở cho bất kỳ ai đọc và khám phá, và tương tự các dữ liệu và mã sẽ là mở cho sử dụng lại ngay lập tức đối với tất cả những người khác. Rõ ràng đối với tôi khoa học có thể tiến bộ nhanh hơn nếu nó được vận hành thường xuyên hơn theo mô hình mở</b></font><font color="rgb(255, 0, 0);">”.</font></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><a href="http://rossmounce.co.uk/">Ross Mounce</a> là nhà nghiên cứu sau khi hoàn thành luận án tiến sĩ ở <a href="http://www.bath.ac.uk/">Đại học Bath</a> và đang nghiên cứu sử dụng hóa thạch trong phylogeny và phyloinformatics, hoàn thành luận án tiến sĩ khoa học của mình ở Đại học Bath vào năm ngoái. Ross từng là một trong những người của Panton Fellows và là một thành viên tích cực của <a href="https://okfn.org/">Quỹ Tri thức Mở (Open Knowledge Foundation)</a>, đặc biệt là <a href="http://science.okfn.org/">Nhóm Làm việc Khoa học Mở (Open Science Working Group)</a>. Ông là một người bảo vệ khoa học mở, và ông làm việc tích cực trong các xuất bản phẩm hàn lâm khai thác nội dung để sử dụng lại các nghiên cứu khoa học trong các siêu phân tích để giành được sự thấu hiệu mức cao hơn trong các mẫu tiến hóa.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Đọc nhiều hơn trong cuộc phỏng vấn của tôi với ông trong mục Sự nghiệp trên tờ Tuần Nguồn Mở.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b>Ông có thể cho chúng tôi biết ngắn gọn tổng quan về nghiên cứu của ông?</b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Lĩnh vực nghiên cứu hiện nay của tôi là tin học về loài (Phyloinformatic), và tôi là một tiến sĩ trong <a href="http://www.bath.ac.uk/bio-sci/biodiversity-lab/?page_id=39">nhóm Wills</a> ở Đại học Bath. Tôi đã xuất bản <a href="http://en.wikipedia.org/wiki/Evolutionary_tree">cây tiến hóa</a> và các dữ liệu tiến hóa khác từ tư liệu hàn lâm và thực hiện các siêu phân tích và tổng hợp các thông tin này khắp hàng trăm và hàng ngàn tài liệu để có được sự hiểu thấu mức cao hơn trong các mẫu tiến hóa khắp các nhóm loài khác nhau. Chỉ việc đưa các dữ liệu đó ngược lại về các mẫu biêu sử dụng lại được, tính toán lại được từ các tư liệu được xuất bản cũng là thách thức nặng nề nhất cho tới nay trong dự án của chúng tôi. Như một phần của dự án <a href="http://www.bbsrc.ac.uk/pa/grants/AwardDetails.aspx?FundingReference=BB/K015702/1">PLUTo do BBSRC</a> cấp vốn, tôi đang làm việc với Peter Murray-Rust và đội <a href="http://contentmine.org/">ContentMine</a> (Khai thác Nội dung) để phát triển các công cụ phần mềm và các tiếp cận để giúp tự động hóa qui trình tìm kiếm và trích xuất các dữ liệu chủng loài từ các tư liệu.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Đây một phần là việc tìm kim trong đống cỏ; có hơn 100.000 tài liệu được xuất bản có chứa các chủng loài trong một thập kỷ qua, rải rác khắp hơn 1.000 tạp chí, và có hơn 2 triệu bài báo được xuất bản mỗi năm!</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Tại Đại học Bath, chúng tôi thậm chí không có sự truy cập hợp pháp tới tất cả các tạp chí trong đó chúng tôi biết có các dữ liệu chủng loài. Một khi tìm thấy, các dữ liệu thường phải được diễn giải lại tử các hình ảnh được đưa ra trong xuất bản phẩm đó. Chỉ <a href="http://www.biomedcentral.com/1756-0500/5/574">gần 4% các nghiên cứu được xuất bản</a> có một phân tích giống loài trong năm 2010 la cung cấp các dữ liệu mà máy có thể đọc được và sử dụng lại được. Tình trạng &#039;dữ liệu tồi&#039; này không phải là hiếm trong nhiều lĩnh vực khoa học và được hệ thống xuất bản tạp chí có từ trước tạo thuận lợi - hầu hết các tạp chí đơn giản không có các yêu cầu chia sẻ dữ liệu mạnh.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">&nbsp;</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><img align="left" alt="" border="0" height="266" name="Image1" 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" width="378" /><br clear="left" />&nbsp;</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b>Vì sao khoa học mở, nguồn mở và các dữ liệu mở là quan trọng đối với bạn?</b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><font color="rgb(255, 0, 0);">Khoa học mở là quan trọng sống còn cho việc tăng tốc độ phát hiện và cấp vốn tiếp tục cho các nghiên cứu hàn lâm. Ít nhất </font><a href="https://www.research.hsbc.com/midas/Res/RDV?ao=20&amp;key=RxArFbnG1P&amp;n=360010.PDF">80% các nghiên cứu hàn lâm được cấp vốn nhà nước, hoặc từ thiện</a><font color="rgb(255, 0, 0);">. Vì thế rõ ràng là nghiên cứu nên được thực hiện theo cách thức tối đa hóa hoàn vốn đầu tư; khuyến khích việc chia sẻ, sử dụng lại, và cộng tác cho sự giành được tổng thể. Trong khoa học &#039;đóng&#039;, ít người có thể đọc được xuất bản phẩm (nó phải trả tiền) và không ai ngoài nhóm tác giả gốc ban đầu có thể sử dụng lại các dữ liệu hoặc mã được sử dụng để sinh ra các kết quả đó. Mô hình khoa học đóng dẫn tới tiến bộ không có hiệu quả sâu sắc, chậm hơn, khó khăn hơn. Các nhà nghiên cứu có thể bỏ qua các tài liệu các đồng nghiệp của họ đơn giản vì họ không có sự truy cập tới chúng. Tương tự, các nhà nghiên cứu rất mất thời gian và tài nguyên tái tạo lại các dữ liệu hoặc chức năng phần mềm y hệt vì các nhà nghiên cứu khác đã không/sẽ không chia sẻ các dữ liệu/mã gốc ban đầu</font>.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><font color="rgb(255, 0, 0);">Theo mô hình khoa học mở, các xuất bản phẩm sẽ mở cho bất kỳ ai đọc và khám phá, và tương tự các dữ liệu và mã sẽ là mở cho sử dụng lại ngay lập tức đối với tất cả những người khác. Rõ ràng đối với tôi khoa học có thể tiến bộ nhanh hơn nếu nó được vận hành thường xuyên hơn theo mô hình mở</font>.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Ở mức độ cá nhân, khoa học mở là rất tốt với tôi. <font color="rgb(255, 0, 0);">Tôi đã bỏ ra hầu hết thời gian nghiên cứu luận án tiến sĩ khoa học của mình để nạo các dữ liệu ra khỏi các tệp PDF hàn lâm, hoặc các tác giả thư điện tử (với khá ít trả lời có ích) vì một bản sao chụp các dữ liệu được xuất bản của họ.</font> <font color="rgb(255, 0, 0);">Điều đó thực sự lả kinh khủng khổng lồ. thay vì làm &#039;khoa học&#039; tôi đã làm các nhiệm vụ nặng nhọc, lặp đi lặp lại nhưng đơn giản cao độ bằng tay.</font> Nếu các tác giả đã xuất bản các dữ liệu của họ cùng với các tài liệu của họ theo các định dạng dữ liệu được thiết lập từ lâu thì tôi có thể bỏ thời gian của mình ra hữu ích hơn trong việc phân tích lại và mở rộng các giới hạn tri thức của chúng ta. Tôi đã nói với các đồng nghiệp của mình và thấy họ cũng đã có các vấn đề y hệt; sự không hiệu quả khổng lồ từng là thứ gì đó &#039;bình thường&#039; trong cộng đồng của chúng ta. Vì thế, tôi đã viết một thư ngỏ vào năm 2011 với các bạn của tôi để nhấn mạnh sự hoang phí nảy, và để khuyến khích việc lưu trữ các dữ liệu tri thức, và tờ <a href="http://www.nature.com/news/2011/110411/full/472150a.html">Nature News</a> đã viết một câu chuyện về nó mà đã giúp lan truyền nó khắp cộng đồng nghiên cứu về chủng loài. Kể từ đó, các cơ sở dữ liệu như <a href="http://morphobank.org/">http://morphobank.org/</a> đã có tỷ lệ đóng góp cao hơn nhưng vấn đề chung vẫn còn: các dữ liệu phần lớn vẫn thường là công dân hạng 2 so với các xuất bản phẩm được viết ra.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b>Ông là một trong những người đầu tiên của Panton Fellows. Điều đó có ý nghĩa gì, và làm thế nào điều này đã thay đổi sự nghiệp của ông?</b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><a href="http://pantonprinciples.org/panton-fellowships/">Panton Fellowships</a> được Quỹ Tri thức Mở (<a href="http://okfn.org/">Open Knowledge Foundation</a>) trao một cách cạnh tranh cho các nhà nghiên cứu mới khởi nghiệp và sinh viên mới ra trường, mục tiêu của chúng là để trang bị cho họ thúc đẩy các dữ liệu mở trong các lĩnh vực nghiên cứu của họ. Các dự án thành công ôm lấy các nguyên tắc Panton (<a href="http://pantonprinciples.org/">Panton Principles</a>) đối với các dữ liệu mở trong khoa học, ngắn gọn thừa nhận rằng:</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><font color="rgb(255, 0, 0);">Khoa học dựa vào việc xây dựng trên, việc sử dụng lại, và việc phê bình mở cơ quan xuất bản tri thức khoa học. Để khoa học vận hành có hiệu quả, và để xã hội với tới được những lợi ích đầy đủ từ các nỗ lực khoa học, là sống còn rằng các dữ liệu khoa học phải được làm thành </font><a href="http://opendefinition.org/">mở</a>.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Học bổng của tôi đã trao cho tôi ý nghĩa mạnh về mục đích làm thứ gì đó tích cực với sự vỡ mộng của tôi cách thức theo đó các dữ liệu đã được làm cho sẵn sàng theo nguyên tắc của tôi. Nó từng và vẫn là, sự nhấn mạnh thực sự về lý lịch (CV) của tôi. Sự thừa nhận và sự hỗ trợ về cả tài chính và tinh thần của phần thưởng này đã trao cho tôi sự tin cậy để nói về dữ liệu mở có liên quan tới các vấn đề trong khoa học tại nhiều hội nghị khác nhau, mang các vấn đề tới một khán thính phòng của các nhà khoa học mà có thể nếu khác đi sẽ miễn cưỡng nghe bất kỳ điều gì mà không phải là nghiên cứu hàn lâm, hẹp, chủ đề có liên quan. Học bổng đó đã mở các con mắt của tôi tới tầm quan trọng của việc ra chính sách và gây ảnh hưởng tới chính sách, thứ gì đó thường bị bỏ qua trong các viện hàn lâm truyền thống. Quả thực, <a href="http://www.slideshare.net/rossmounce/content-mining">bài nói chuyện phổ biến nhất</a> mà tôi đã từng thực hiện tại một cuộc gặp với Ủy ban châu Âu (EC) &#039;Các giấy phép cho các Văn bản của châu Âu &amp; Nhóm Làm việc Khai thác Dữ liệu&#039;, ở Brussels, đưa ra bằng chứng cho EC đối với những thách thức và khó khăn gì các nhà nghiên cứu châu Âu sẽ đối mặt trong dạng nghiên cứu này. Tôi có lẽ sẽ không bao giờ có mặt trong cuộc gặp này, hoặc nhiều cuộc như thế, đưa ra một tác động tích cực tới chính sách nghiên cứu, nếu đó không phải là Panton Fellowship.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Học bổng đó cũng đã thay đổi đường hướng nghiên cứu hàn lâm của tôi. Cùng với một trong những hướng đạo viên học bổng của tôi (Peter Murray-Rust) và Tiến sĩ khoa học, người giám sát của tôi (Matthew Wills), 3 chúng tôi đã viết một <a href="http://www.bbsrc.ac.uk/pa/grants/AwardDetails.aspx?FundingReference=BB/K015702/1">đề xuất học bổng khoa học mở</a> để giải phóng và làm cho các dữ liệu bị thiêu đốt trong các tư liệu trở thành sử dụng lại được một lần nữa, điều từng là thành công và là những gì tôi đang làm việc bây giờ sau khi bảo vệ xong luận án tiến sĩ của tôi, dự án PLUTo.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b>Mở có nghĩa gì đối với bạn như là một nhà khoa học, và cách mà các nhà khoa học khác có thể trở nên mở hơn?</b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Lấy một định nghĩa chính thức của mở, hoặc theo ngữ cảnh khoa học hoặc bên ngoài điều đó, như <a href="http://opendefinition.org/">Định nghĩa Mở</a> sau:</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><font color="rgb(255, 0, 0);">“Một mẩu dữ liệu hoặc nội dung là mở nếu bất kỳ ai đó được tự do sử dụng, sử dụng lại và phân phối lại nó - chỉ tuân thủ, nhiều nhất, yêu cầu ghi nhận công và/hoặc chia sẻ tương tự”</font>.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Theo ngữ cảnh khoa học, điều này có nghĩa là các xuất bản phẩm hàn lâm chỉ là truy cập mở nếu chúng được cấp phép theo các giấy phép mở tuân thủ OKD như <a href="https://creativecommons.org/licenses/by/4.0/">Creative Commons Attribution Licence</a> hoặc <a href="http://creativecommons.org/publicdomain/zero/1.0/">Creative Commons Zero Waiver</a>. Tương tự, các dữ liệu là dữ liệu mở chỉ nếu nó được cấp phép rõ ràng theo một giấy phép tuân thủ OKD, nếu không thì rõ ràng không tuân thủ bản quyền.</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: transparent">Dường như là nặng nề sẽ là chính xác như vậy về định nghĩa của mở nhưng điều đó thực tế đúng như vậy. Hình tượng hình dung rằng tôi đang khai thác cho dự án PLUTo là rõ ràng tuân thủ bản quyền, thậm chí nếu họ có các dữ liệu không có khả năng xác định bản quyền. Tôi có thể đưa lại các hình tượng được cấp phép mở của các cây tiến hóa trong <a href="https://www.flickr.com/photos/123636286@N02/">Flickr ở đây</a> mà nó làm cho qui trình nghiên cứu của tôi truy cập được nhiều hơn (ít chán hơn!) và có thể tìm kiếm được. Tôi có thể gán thẻ nội dung giúp cho cộng đồng và xem các số đo để trình bày tác động. </span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: transparent">Nhưngt các hình tượng nghiên cứu không được xuất bản theo các giấy phép mở sẽ không/không thể có được ứng xử này, và tôi có một bộ sưu tập về chúng lớn hơn nhiều hiện đang ở trong ổ đĩa cứng của tôi. Tôi đơn giản không được phép chia sẻ chúng, thậm chí dù bộ sựu tập như một tổng thể nếu được đưa lên trực tuyến cởi mở có thể hữu dụng hơn nhiều cho cộng đồng. Những hạn chế mà các nhà xuất bản áp đặt có nghĩa là tôi chỉ có thể đưa lại có lẽ 10% các hình tượng phù hợp mà tôi đang tìm kiếm. </span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: transparent">Bản thân các nhà khoa học có mọi điều để giành được từ việc thực hiện học bổng mở, và có <a href="http://blogs.lse.ac.uk/impactofsocialsciences/2013/05/24/easy-steps-towards-open-scholarship/">một số bước rất đơn giản</a> mà có thể được thực hiện theo hướng này, ấy là: đưa lên các báo cáo và sử dụng kho chủ đề hoặc của cơ quan bạn cho tất cả các kết quả đầu ra nghiên cứu của bạn (đặc biệt bao gồm mã và các dữ liệu, chứ không chỉ các xuất bản phẩm. Bằng chứng chỉ ra có một ưu thế trích dẫn rõ ràng cho cả các <a href="http://opcit.eprints.org/oacitation-biblio.html">xuất bản phẩm truy cập mở</a> và <a href="https://peerj.com/articles/175/">các xuất bản phẩm cung cấp các dữ liệu mở</a>, sao cho nó thực sự là nằm trong mối quan tâm của cá nhân thực hiện học bổng mở. </span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: transparent"><b>Bạn có thấy phạm vi cho sự tương tác lớn hơn với cộng đồng nguồn mở trong tương lai không?</b> </span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Tuyệt đối có. Nguồn mở rõ ràng đang &#039;thắng&#039; bây giờ trong các lĩnh vực khoa học của tôi (sinh thái học, cổ sinh vật học, chủng loài học). Phần mềm nguồn mở giống như R và các ngôn ngữ lập trình như Python cực kỳ phổ biến. Các nền tảng trực tuyến như <a href="https://github.com/">GitHub</a> hầu hết là văn hóa hàn lâm chuyển một tay, có nhiều nhà khoa học sử dụng các hệ thống kiểm soát phiên bản phân tán đúng phù hợp lần đầu, qua sử dụng git. Tôi thậm chí đã giúp <a href="https://github.com/tpoisot/DataSharingPaper">viết một tài liệu hàn lâm trên GitHub</a>! <font color="rgb(255, 0, 0);">Đây là thời điểm cực kỳ thú vị cho khoa học mở và sự giao cắt của nó với cộng đồng nguồn mở</font>.<br  /><span style="background: rgb(255, 255, 0);"><a href="http://rossmounce.co.uk/">Ross Mounce</a> is a postdoctoral researcher at the <a href="http://www.bath.ac.uk/">University of Bath</a> studying the use of fossils in phylogeny and phyloinformatics, completing his PhD at the University of Bath last year. Ross was one of the first Panton Fellows and is an active member of the <a href="https://okfn.org/">Open Knowledge Foundation</a>, particularly the <a href="http://science.okfn.org/">Open Science Working Group</a>. He is an advocate for open science, and he is actively working on content mining academic publications to reuse scientific research in meta-analyses to gain higher level insights in evolutionary patterns.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">Read more in my interview with him for Careers in Open Source Week.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b><span style="background: rgb(255, 255, 0);">Can you give us a brief overview of your research?</span></b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">My current area of research is phyloinformatics, and I&#039;m a postdoc in the <a href="http://www.bath.ac.uk/bio-sci/biodiversity-lab/?page_id=39">Wills group</a> at the University of Bath. I take published <a href="http://en.wikipedia.org/wiki/Evolutionary_tree">evolutionary trees</a> and other evolutionary data from the academic literature and perform meta-analyses and syntheses of this information across hundreds and thousands of papers to gain higher-level insights into evolutionary patterns across different species groups. Just getting these data back into re-usable, re-computable forms from the published literature is by far and away the hardest challenge of our project. As part of the <a href="http://www.bbsrc.ac.uk/pa/grants/AwardDetails.aspx?FundingReference=BB/K015702/1">BBSRC-funded PLUTo project</a> (Phyloinformatic Literature Unlocking Tools), I&#039;m working with Peter Murray-Rust and the <a href="http://contentmine.org/">ContentMine</a> team to develop software tools and approaches to help automate the process of finding and extracting phylogenetic data from the literature.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">It&#039;s partly a needle in the haystack problem; there are 100,000+ papers published containing-phylogeny in the past decade, scattered across 1,000+ journals, and there are 2,000,000+ articles published per year!</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">At the University of Bath, we don&#039;t even have legal access to all the journals in which we know phylogenetic data lies. Once found, data must typically be re-interpreted from the figure images provided in the publication. Only <a href="http://www.biomedcentral.com/1756-0500/5/574">~4% of published studies</a> containing a phylogenetic analysis in 2010 provided machine-readable, re-usable data of their results. This &#039;data-poor&#039; situation is not uncommon in many areas of science and is facilitated by the legacy journal publication system—most journals simply don&#039;t have strong data sharing requirements yet.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b><span style="background: rgb(255, 255, 0);">Why is open science, open source, and open data important to you?</span></b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">Open science is vitally important to accelerating the pace of discovery and the continued funding of academic research. At least <a href="https://www.research.hsbc.com/midas/Res/RDV?ao=20&amp;key=RxArFbnG1P&amp;n=360010.PDF">80% of academic research is publicly, or charitably funded</a>. It&#039;s therefore obvious that research should be done in a manner that maximizes the return-on-investment; encouraging sharing, re-use, and collaboration for overall gain. In &#039;closed&#039; science, fewer people can read the publication (it&#039;s paywalled) and no one outside of the original author group can re-use the data or the code used to generate the results. The closed science model leads to deeply inefficient, slower, harder, progress. Researchers may overlook their peers papers simply because they don&#039;t have access to them. Likewise, researchers waste immense time and resources re-generating the same data or software functionality because other researchers didn&#039;t/won&#039;t share the original data/code.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">Under the open science model, the publications are open for everyone to read and discover, and likewise the data and code are open for immediate re-use by all others too.</span> <span style="background: rgb(255, 255, 0);">It&#039;s clear to me that science would progress more quickly if it operated more frequently under the open model.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">On a personal level, open science matters a great deal to me. I spent most of my PhD research time scraping data out of academic PDFs, or emailing authors (with relatively few helpful replies) for a copy of their published data. It was immensely frustrating. Instead of doing &#039;science&#039; I was doing tedious, repetitive but highly-manual simple tasks. If authors had published their data alongside their papers according to long-established data formats I could have spent my time more usefully on re-analysis and extending the limits of our knowledge. I talked with my peers and found they had these problems too; the immense inefficiency was somehow &#039;normal&#039; in our community. So, I wrote an open letter in 2011 with my friends to highlight this wastefulness, and to encourage intelligent data archiving, and <a href="http://www.nature.com/news/2011/110411/full/472150a.html">Nature News</a> wrote a story about it which helped spread it around the palaeontology community. Since then, databases like <a href="http://morphobank.org/">http://morphobank.org/</a> have had a higher-rate of contribution but the general problem still remains: data is largely still a second-class citizen relative to written publications.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b><span style="background: rgb(255, 255, 0);">You were one of the first Panton Fellows. What does that mean, and how did this change your career?</span></b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);"><a href="http://pantonprinciples.org/panton-fellowships/">Panton Fellowships</a> are competitively awarded by the <a href="http://okfn.org/">Open Knowledge Foundation</a> to graduate and early career researchers, their goal is to empower the fellows promote open data in their research fields. Successful projects embrace the <a href="http://pantonprinciples.org/">Panton Principles</a> for open data in science, which in short recognise that:</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">Science is based on building on, reusing, and openly criticising the published body of scientific knowledge. For science to effectively function, and for society to reap the full benefits from scientific endeavours, it is crucial that science data be made <a href="http://opendefinition.org/">open</a>.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">My fellowship gave me a strong sense of purpose to do something positive with my disillusionment of the way in which data was made available in my discipline. It was and still is, a real highlight of my CV. The recognition and financial and moral support of this award gave me the confidence to speak-up about open data related issues in science at many different conferences, bringing the issues to an audience of scientists that can be otherwise reluctant to listen to anything that isn&#039;t narrow, subject-related, academic research. The fellowship opened my eyes to the importance of policy-making &amp; policy-influence, something commonly dismissed in traditional academia. Indeed, the <a href="http://www.slideshare.net/rossmounce/content-mining">most popular talk</a> I have ever given was at a meeting of the European Commission (EC) &#039;Licenses for Europe&#039; Text &amp; Data Mining Working Group, in Brussels, providing evidence to the EC as to what challenges and difficulties European researchers face in this type of research. I would never have been at this meeting, or many like it, making a positive impact on research policy, if it wasn&#039;t for the Panton Fellowship.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">The fellowship also changed the direction of my academic research. Together with one of the mentors of my fellowship award (Peter Murray-Rust) and my PhD supervisor (Matthew Wills), the three of us wrote a very <a href="http://www.bbsrc.ac.uk/pa/grants/AwardDetails.aspx?FundingReference=BB/K015702/1">open science-y grant proposal</a> to liberate and make data buried in the literature re-usable again, which was successful and is what I&#039;m working on now in my first postdoc, the PLUTo project.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">&nbsp;</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b><span style="background: rgb(255, 255, 0);">What des open mean to you as a scientist, and how can other scientists be more open?</span></b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">Take a formal definition of open, whether in the context of science or outside it, like the <a href="http://opendefinition.org/">The Open Definition</a>:</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">&quot;A piece of data or content is open if anyone is free to use, reuse, and redistribute it—subject only, at most, to the requirement to attribute and/or share-alike.&quot;</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">In the context of science, this means that academic publications are only open access if they are licensed under OKD-compliant open licenses such as the <a href="https://creativecommons.org/licenses/by/4.0/">Creative Commons Attribution Licence</a> or the <a href="http://creativecommons.org/publicdomain/zero/1.0/">Creative Commons Zero Waiver</a>. Likewise, data is only open data if it is explicitly licensed under an OKD-compliant licence, or otherwise clearly not subject to copyright.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">It may seem tedious to be so precise about the definition of open but it really does matter. The figure images that I&#039;m mining for the PLUTo project are clearly subject to copyright, even if they contain uncopyrightable data. I can re-post open-licensed figures of evolutionary trees <a href="https://www.flickr.com/photos/123636286@N02/">on Flickr here</a> which makes my research-process more accessible (less boring!) and searchable. I can get community-aided tagging of content and view metrics to demonstrate impact.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">But research figures not published under open licenses don&#039;t/can&#039;t get this treatment, and I have a much larger collection of these currently languishing on my hard-drives. I&#039;m simply not allowed to share them, even though the collection-as-a-whole if posted openly online would be far more useful to the community. Publisher-imposed restrictions mean I can only re-post perhaps 10% of the relevant figures I&#039;m finding.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">Scientists themselves have everything to gain from doing open scholarship, and there are some <a href="http://blogs.lse.ac.uk/impactofsocialsciences/2013/05/24/easy-steps-towards-open-scholarship/">very simple steps</a> that can be taken in that direction, namely: posting preprints and using your institutional or subject repository for all your research outputs (specifically including code and data, not just publications). Evidence shows there&#039;s a clear citation advantage for both <a href="http://opcit.eprints.org/oacitation-biblio.html">open access publications</a> and <a href="https://peerj.com/articles/175/">publications supplying open data</a>, so it really is in the interest of the individual to do open scholarship.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><b><span style="background: rgb(255, 255, 0);">Do you see scope for greater interaction with the open source community in the future?</span></b></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><span style="background: rgb(255, 255, 0);">Absolutely. Open source is clearly &#039;winning&#039; now in my areas of science (ecology, palaeontology, phylogenetics). Open source software like R and programming languages like Python are extremely popular. Online platforms like <a href="https://github.com/">GitHub</a> are almost single-handedly transforming academic culture, getting many scientists to use proper distributed version-control systems for the first-time, through the use of git. I&#039;ve even helped <a href="https://github.com/tpoisot/DataSharingPaper">write an academic paper on GitHub</a>! It&#039;s an extremely exciting time for open science and its intersection with the open source community.</span></p><p align="justify" style="margin-bottom: 0cm; line-height: 100%">Dịch: Lê Trung Nghĩa</p><p align="justify" style="margin-bottom: 0cm; line-height: 100%"><a href="mailto:letrungnghia.foss@gmail.com">letrungnghia.foss@gmail.com</a></p>
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