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มหาวิทยาลัยเทคโนโลยีพระจอมเกล้าธนบุรี
คณะสถาปัตยกรรมศาสตร์และการออกแบบ
|
1790#70
|
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มหาวิทยาลัยเทคโนโลยีพระจอมเกล้าธนบุรี
คณะเทคโนโลยีสารสนเทศ
|
1790#71
|
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มหาวิทยาลัยเทคโนโลยีพระจอมเกล้าธนบุรี
คณะพลังงานสิ่งแวดล้อมและวัสดุ
|
1791#0
|
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เจริญ วัดอักษร
เจริญ วัดอักษร (21 กรกฎาคม พ.ศ. 2510-21 มิถุนายน พ.ศ. 2547) อดีตประธานกลุ่มรักท้องถิ่นบ่อนอก ตำบลบ่อนอก จังหวัดประจวบคีรีขันธ์ และแกนนำต่อต้านการก่อสร้างโรงไฟฟ้าบ่อนอก
|
1791#1
|
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เจริญ วัดอักษร
เจริญ วัดอักษร เป็นชาวประจวบคีรีขันธ์โดยกำเนิด เกิดเมื่อวันที่ 21 กรกฎาคม พ.ศ. 2510 เป็นบุตรคนที่ 8 ของนายชั้น และนางวิเชียร วัดอักษร เรียนจบมัธยมศึกษาปีที่ 6 และกำลังศึกษาต่อระดับปริญญาตรี คณะรัฐประศาสนศาสตร์ สถาบันราชภัฏเพชรบุรี (ในปีที่เสียชีวิต)
|
1791#2
|
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] |
เจริญ วัดอักษร
เจริญ มีอาชีพค้าขายและธุรกิจบริการ มีร้านอาหาร ที่พักแบบชนบทอยู่ชายทะเล ต.บ่อนอก ชื่อร้านครัวชมวาฬ
|
1791#3
|
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เจริญ วัดอักษร
ในปี พ.ศ. 2538 เริ่มเข้ามาคัดค้านการสร้างโรงไฟฟ้าถ่านหิน จ.ประจวบคีรีขันธ์ จนถูกขู่ฆ่าหลายครั้ง กระทั่งการคัดค้านของชาวบ้านประสบผลสำเร็จ รัฐบาลมีคำสั่งให้ย้ายโรงไฟฟ้าออกจากพื้นที่
|
1791#4
|
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เจริญ วัดอักษร
"เจริญ เป็นคนที่มีเพื่อนฝูงมาก ไม่ดื่มเหล้า ไม่สูบบุหรี่ ไม่เล่นการพนัน และไม่ใช่นักเลง เคยเตือนเขาหลายครั้งว่าถ้าทำตรงนี้ก็ ต้องมีวันนี้เพราะมีตัวอย่างให้เห็น แต่เขาไม่ยอมถอย" พระครูวิชิตพัฒนวิธาน เจ้าอาวาสวัดสี่แยกบ่อนอก พี่ชายของเจริญ ให้ข้อมูล
|
1791#5
|
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] |
เจริญ วัดอักษร
จากความสำเร็จในการคัดค้านโรงไฟฟ้า เจริญ ได้รับเชิญให้เป็น วิทยากรเพื่อให้ความรู้ ถ่ายทอดประสบการณ์แก่ชาวบ้านทั่วประเทศ และได้รับปริญญาเอกกิตติมศักดิ์ จากมหาวิทยาลัยเที่ยงคืน ที่มีนิธิ เอียวศรีวงศ์ เป็นอธิการบดี
|
1791#6
|
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เจริญ วัดอักษร
เจริญ ถูกยิงเสียชีวิต เมื่อวันที่ 21 มิถุนายน พ.ศ. 2547 เวลา 21:30 น. บริเวณทางเดินเข้าบ้าน หลังเดินทางไปยื่นข้อมูลความผิดปกติ ในการออกเอกสารสิทธิที่ดินสาธารณะให้กับ คณะกรรมาธิการพัฒนาสังคม และความมั่นคงของมนุษย์ วุฒิสภา
|
1791#7
|
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เจริญ วัดอักษร
เมื่อวันที่ 15 พฤษภาคม พ.ศ. 2548 เครือข่ายศิลปินได้แถลงข่าวที่ โรงหล่อแหลมสิงห์ ลาดหลุมแก้ว จังหวัดปทุมธานี ว่า มีมติจัดสร้างรูปหล่อเจริญ วัดอักษร เพื่อเป็นอนุสรณ์เตือนสติผู้มีอำนาจ และให้ประชาชนได้ระลึกถึงการต่อสู้เพื่อปกป้องแผ่นดินเกิดด้วยชีวิตของเขา โดยผู้ออกแบบคือ พิศาล ทิพารัตน์ และหล่อโดย นายแหลมสิงห์ ดิษฐพันธ์
|
1796#0
|
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] |
นิติศาสตร์
นิติศาสตร์ เป็นวิชาที่ว่าด้วยกฎหมายและกระบวนการยุติธรรม
|
1796#1
|
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นิติศาสตร์
วิชานิติศาสตร์สามารถแบ่งออกเป็นหลายแขนงได้ตามแง่มุมที่ศึกษา ซึ่งอาจสามารถแบ่งออกได้เป็น
การศึกษากฎหมายในระดับที่มีความสัมพันธ์กับปรัชญา จะถูกเรียกว่าวิชา นิติปรัชญา หรือ philosophy of law
|
1796#2
|
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นิติศาสตร์
นิติศาสตร์ (Jurisprudence) คำดังกล่าวในภาษาอังกฤษ เป็นคำเก่าที่ใช้ตั้งแต่สมัยโรมัน โดยมาจากภาษาลาตินว่า jurisprudentium มีรากศัพท์จาก "juris" แปลว่า กฎหมาย และ "prudentium" แปลว่า ความฉลาด ซึ่งรวมแล้วแปลว่า "ความรู้กฎหมายหรือวิชากฎหมาย" โดยในประมวลกฎหมายของพระเจ้าจัสติเนียน จะกล่าวไว้ในมูลบทนิติศาสตร์ฉบับที่แปลเป็นภาษาอังกฤษแล้วว่า "jurisprudence is the knowledge of things devine and human; the science of the just and the unjust".
|
1796#3
|
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] |
นิติศาสตร์
อย่างไรก็ตาม jurisprudence ยังคงมีการใช้ในความหมายพิเศษอีก ได้แก่
|
1796#4
|
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นิติศาสตร์
ในปี พ.ศ. 2440 พระเจ้าบรมวงศ์เธอ พระองค์เจ้ารพีพัฒนศักดิ์ กรมหลวงราชบุรีดิเรกฤทธิ์ ได้ทรงก่อตั้ง "โรงเรียนกฎหมาย" ขึ้นในกระทรวงยุติธรรม ซึ่งเปิดการเรียนการสอนโดยคณาจารย์ส่วนใหญ่เป็นตุลาการ ต่อมาได้มีการยุบโรงเรียนกฎหมายไปจัดตั้งเป็น "คณะนิติศาสตร์และรัฐศาสตร์" ขึ้นที่จุฬาลงกรณ์มหาวิทยาลัยเป็นครั้งแรก ในปี พ.ศ. 2476 หลังจากนั้นเพียง 8 เดือน นักเรียนโรงเรียนกฎหมาย กระทรวงยุติธรรมเดิม ไม่พอใจที่โรงเรียนข้าราชการพลเรือน (ปัจจุบันคือ จุฬาลงกรณ์มหาวิทยาลัย) ได้ยกฐานะเป็นมหาวิทยาลัย แต่โรงเรียนกฎหมายไม่ได้ยกฐานะ ดร.ปรีดี พนมยงค์ จึงรับปากว่าจะช่วย
|
1796#5
|
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] |
นิติศาสตร์
ในที่สุดจึงมีการออก "พระราชบัญญัติมหาวิทยาลัยวิชาธรรมศาสตร์และการเมือง" ให้โอนคณะนิติศาสตร์และรัฐศาสตร์ แห่งจุฬาลงกรณ์มหาวิทยาลัยไปสังกัดมหาวิทยาลัยวิชาธรรมศาสตร์และการเมืองซึ่งจัดตั้งขึ้นใหม่ ซึ่งปัจจุบัน คือ คณะนิติศาสตร์ มหาวิทยาลัยธรรมศาสตร์ จึงอาจกล่าวได้ว่าการโอนโรงเรียนกฎหมายไปสังกัดคณะนีติศาสตร์และรัฐศาสตร์ที่จุฬาลงกรณ์มหาวิทยาลัย เป็นการโอนไปเพียงชั่วคราวเท่านั้น ทำให้คณะนิติศาสตร์ มหาวิทยาลัยธรรมศาสตร์ เป็นคณะนิติศาสตร์แห่งแรกของประเทศไทย อันสืบทอดโดยตรงจากโรงเรียนกฎหมายเดิม
|
1796#6
|
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นิติศาสตร์
กระทั่งปี พ.ศ. 2494 จึงได้มีการจัดการเรียนการสอนนิติศาสตร์ขึ้นอีกครั้งในจุฬาลงกรณ์มหาวิทยาลัย ในนามแผนกวิชานิติศาสตร์สังกัดคณะรัฐศาสตร์ ก่อนที่จะได้มีการแยกการเรียนการสอนออกจากคณะรัฐศาสตร์อย่างสิ้นเชิงในปี พ.ศ. 2501 และยกฐานะขึ้นเป็นคณะนิติศาสตร์ จุฬาลงกรณ์มหาวิทยาลัย ในปี พ.ศ. 2515
|
1796#7
|
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นิติศาสตร์
ต่อมาในปีพ.ศ. 2514 ก็ได้มีการก่อตั้งคณะนิติศาสตร์ มหาวิทยาลัยรามคำแหงขึ้น จวบจนปัจจุบันมีสถาบันอุดมศึกษาได้เปิดการเรียนการสอนในสาขาวิชานิติศาสตร์ในหลายสถาบันทั้งในภาครัฐและเอกชน
|
1796#8
|
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นิติศาสตร์
นิติศาสตรบัณฑิต (น.บ.) เป็นปริญญาหรือวุฒิทางการศึกษา ซึ่งผู้ที่ต้องการประกอบวิชาชีพทางด้านกฎหมาย เช่น ทนายความ ผู้พิพากษา อัยการ นิติกร จะต้องได้รับก่อนที่จะสามารถเริ่มเข้าสู่วิชาชีพด้านกฎหมาย โดยเป็นคุณสมบัติพื้นฐานที่ใช้เพื่อเข้ารับการอบรมและสอบเพื่อเป็นทนายความหรือสอบเนติบัณฑิตไทย เพื่อที่จะมีสิทธิสอบคัดเลือกเพื่อเป็นผู้พิพากษาหรืออัยการต่อไป
|
1796#9
|
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นิติศาสตร์
โดยทั่วไปหลักสูตรจะใช้เวลาศึกษา 4 ปี วิชาที่ศึกษาจะเน้นกฎหมายแพ่ง กฎหมายอาญา กฎหมายวิธีพิจารณาความแพ่ง กฎหมายวิธิพิจารณาความอาญา กฎหมายปกครอง รัฐธรรมนูญ และกฎหมายวิชาเลือกอีกจำนวนหนึ่ง ทั้งนี้จุดเน้นของหลักสูตรอาจแตกต่างตามสถาบันการศึกษา
|
1798#0
|
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วิทยาการเข้ารหัสลับ
วิทยาการเข้ารหัสลับ () วิชาเกี่ยวกับการเข้ารหัสลับคือการแปลงข้อความปกติให้กลายเป็นข้อความลับ โดยข้อความลับคือข้อความที่ผู้อื่น นอกเหนือจากคู่สนทนาที่ต้องการ ไม่สามารถเข้าใจได้
|
1798#1
|
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] |
วิทยาการเข้ารหัสลับ
มนุษย์ได้คิดค้นวิธีการรักษาความลับของเรามาตั้งนาน นับตั้งแต่สมัยจูเลียส ซีซาร์ จนกระทั่งถึงปัจจุบันที่ใช้คอมพิวเตอร์มาช่วยเข้ารหัสลับและถอดรหัสลับ การเข้ารหัสแบบซีซ่าร์ทำได้โดยการนำตัวอักษรที่อยู่ถัดไปอีกสองตำแหน่งมาแทนที่ ยกตัวอย่างเช่น ถ้าต้องการเข้ารหัสคำว่า HELLO เราก็นำตัวอักษรที่ถัดจากตัว H ไปอีกสองตัวนั่นคือตัว J มาแทน ตัว E แทนด้วย G ตัว L แทนด้วย N ตัว O แทนด้วย Q ดังนั้นข้อความ HELLO จึงถูกแปลงให้เป็นคำว่า JGNNQ
|
1798#2
|
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วิทยาการเข้ารหัสลับ
การเข้ารหัสลับแตกต่างกับวิทยาการอำพรางข้อมูล ข้อมูลที่ถูกอำพรางนั้นจะไม่ถูกเปลี่ยนแปลง ในขณะที่การเข้ารหัสลับจะเปลี่ยนแปลงข้อมูล
|
1798#3
|
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] |
วิทยาการเข้ารหัสลับ
วิทยาการเข้ารหัสลับสมัยใหม่ (Modern Cryptography) เป็นวิชาการที่ใช้แนวทางคณิตศาสตร์เพื่อแปลงข้อความปกติให้กลายเป็นข้อความลับ โดยให้เฉพาะคู่สนทนาที่ต้องการสามารถอ่านเข้าใจได้เท่านั้น ขั้นตอนวิธีของการเข้ารหัสลับสมัยใหม่ ได้แก่ Data Encryption Standard, Advanced Encryption Standard หรือ One-Time Padding ฯลฯ
|
1798#4
|
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0.015480443835258484
] |
วิทยาการเข้ารหัสลับ
หลักการเบื้องต้นของการเข้ารหัสลับ ประการแรกคือ ขั้นตอนวิธีต้องเป็นที่รู้โดยทั่วไป และประการต่อมา รหัสจะต้องใหม่เสมอ
|
1798#5
|
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] |
วิทยาการเข้ารหัสลับ
เป็นกระบวนการสำหรับการแปรรูปข้อมูลเล็กทรอนิกส์ธรรมดาให้อยู่ในรูปที่บุคคลทั่วไปไม่สามารถอ่านเข้าใจได้ ซึ่งโดยทั่วไปแล้วการเข้ารหัสจะกระทำก่อนการจัดเก็บข้อมูลหรือก่อนการส่งข้อมูล โดยการนำข้อมูลอิเล็กทรอนิกส์ธรรมดากับกุญแจ (key) ซึ่งเป็นตัวเลขสุ่มใดๆ มาผ่านกระบวนการทางคณิตศาสตร์ ผลที่ได้ก็คือข้อมูลที่เข้ารหัส ขั้นตอนที่กล่าวมานี้จะเรียกว่า “การเข้ารหัส” (encryption) และเมื่อต้องการอ่านข้อมูล ก็นำเอาข้อมูลที่เข้ารหัสกับกุญแจมาผ่านกระบวนการทางคณิตศาสตร์ ผลลัพธ์ที่ได้ก็คือข้อมูลดั้งเดิม ซึ่งขั้นตอนนี้จะเรียกว่า “การถอดรหัส” (decryption) ระบบเข้ารหัสสามารถแบ่งตามวิธีการใช้กุญแจได้เป็น 2 วิธีดังนี้
|
1802#0
|
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จำปาเทศ
จำปาเทศ หรือ กระหนาย () เป็นไม้ยืนต้นขนาดกลางในสกุลกะหนานปลิง เปลือกลำต้นสีเทาแตกเป็นร่องเป็นสะเก็ดบิดเวียนตามยาว โคนลำต้นมักเป็นปุ่มเป็นโพรง แตกกิ่งจำนวนมาก กิ่งอ่อนยาว ปลายกิ่งห้อยลู่ กิ่งและก้านใบมีขนสีน้ำตาลปกคลุมทั่วไป ใบเดี่ยว เรียงระนาบเดียวกัน รูปขอบขนาน แผ่นใบด้านบนสีเขียวเข้ม ด้านล่างสีขาว ผิวใบด้านบนเป็นมัน หลังใบมีขนละเอียดสีเทาหนาแน่น เส้นกลางใบและเส้นแขนงใบเป็นสันนูนเด่นชัด โคนใบเว้าตื้นและเบี้ยวปลายใบแยกเป็นแฉก ออกดอกตามซอกใบบริเวณใกล้ปลายยอด กลีบเลี้ยงเป็นแผ่นหนาแข็ง กลีบดอกบาง สีขาว หอมเย็นตลอดวัน ออกดอกตลอดปี ผลเป็นทรงกระบอกสั้น เป็นเหลี่ยม มีขนบาง แก่แล้วแตก เมล็ดมีปีกเป็นแผ่นสีขาวออกดอกช่วงเมษายน – ตุลาคม
|
1802#1
|
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] |
จำปาเทศ
พบทางภาคตะวันออกเฉียงเหนือและภาคตะวันออก เป็นไม้ถิ่นเดียวในประเทศไทย พบครั้งแรกโดยหมอคาร์ที่บริเวณใกล้ชายหาด อำเภอศรีราชา จังหวัดชลบุรี ปัจจุบันใช้เป็นไม้ประดับ การขยายพันธุ์ใช้วิธีตอนกิ่ง เพาะเมล็ด เปลือกใช้เป็นยาลดไข้
และบทร้องเพลงพม่าห้าท่อน ๓ ชั้น
|
1804#0
|
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สร้อยอินทนิล
สร้อยอินทนิล หรือ ช่ออินทนิล ช่องหูปากกา น้ำผึ้ง ปากกา ย่ำแย้ มีชื่อวิทยาศาสตร์ว่า "Thunbergia grandiflora" Roxb.ชื่อสามัญคือ Bengal Trumpet มีถิ่นกำเนิดในอินเดียตอนเหนือ พม่า และไทย ชอบขึ้นตามป่าดิบแล้งและป่าเบญจพรรณ เป็นไม้เถาเลื้อย เนื้อแข็ง อายุหลายปี ใช้ยอดเลื้อยพันได้ไกล 15-20 เมตร ใบเดี่ยว เรียงตรงข้าม รูปหัวใจหรือเว้าตื้น 5-7 แฉก กว้าง 8-10 เซนติเมตร ยาว 10-12 เซนติเมตร ปลายใบแหลม โคนใบเว้า ขอบหยักฟันเลื่อย ผิวใบสาก ดอกสีฟ้าอมม่วง ออกเป็นช่อแบบช่อกระจะตามซอกใบ ช่อดอกห้อยลงยาว 0.8-1 เมตร ใบประดับสีเขียวและมีสีแดงเรื่อ ดอกรูปแตร โคนกลีบเป็นหลอดสั้นสีเหลืองปลายแยก 5 แฉก รูปกลม โคนกลีบล่างอันกลางมีแต้มสีม่วงเข้ม ดอกบานเต็มที่กว้าง 6-8 เซนติเมตร ปลูกได้ในดินทั่วไป ความชื้นปานกลาง แสงแดดเต็มวัน ขยายพันธุ์ด้วยการปักชำเถา หรือหน่อ เปลือกและรากนำมาตำพอกแก้อาการช้ำบวมและแผลอักเสบ ใบนำมาชงเป็นชาแก้ปวดท้อง
|
1808#0
|
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] |
กวีนิพนธ์
กวีนิพนธ์ () คือรูปแบบทางศิลปะที่มนุษย์ใช้ภาษา เพื่อคุณประโยชน์ด้านสุนทรียะ ซึ่งเพิ่มเติมจากเนื้อหาทางความหมาย นับเป็นส่วนหนึ่งของวรรณกรรม โดยเป็นคำประพันธ์ที่กวีแต่ง เป็นงานเขียนที่มีวรรณศิลป์ เร้าให้สะเทือนอารมณ์ได้ คำที่มีความหมายทำนองเดียวกันได้แก่ ร้อยกรอง ซึ่งหมายถึง ถ้อยคำที่เรียบเรียงให้เป็นระเบียบตามบัญญัติแห่งฉันทลักษณ์
|
1808#1
|
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] |
กวีนิพนธ์
นอกจากนี้ยังมีคำอื่น ๆ อีกหลายคำที่มีความหมายทำนองเดียวกับ กวีนิพนธ์ และร้อยกรอง ได้แก่ บทกวี บทประพันธ์ คำประพันธ์ กวีวัจนะ ลำนำ บทกลอน กาพย์กลอน กลอนกานท์ กานท์ รวมทั้งคำว่า ฉันท์ กาพย์ และกลอน ซึ่งในปัจจุบันหมายถึงคำประพันธ์ที่มีรูปแบบต่างกัน ก็เคยใช้ในความหมายเดียวกันกับ กวีนิพนธ์ และ ร้อยกรอง มาในยุคสมัยหนึ่ง
|
1808#2
|
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] |
กวีนิพนธ์
ผลงานที่จัดเป็นกวีนิพนธ์เรียกว่า บทกวี ส่วนผู้ที่สร้างสรรค์ผลงานดังกล่าว เรียกว่า กวี หรือ นักกวี
|
1808#3
|
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] |
กวีนิพนธ์
บทกวี คือ ภาษาของอารมณ์ความรู้สึกนึกคิด คือเครื่องมือที่จะนำสิ่งที่เรารู้สึกว่าเป็นข่าวสารออกมาแสดงให้ประจักษ์ ตระหนัก ตระหนก สะทก สะท้อน กวีอาจไม่มีหน้าที่สรุปหรือฟันธงความจริง แต่กวีอาจหมุนแปรคำและความให้เห็นความจริงใหม่ ๆ ของชีวิตหลายด้าน ทั้งเรื่องที่บางทีคนทั่วไปคิดไม่ถึง และแม้แต่ตัวกวีเองก็เพิ่งจะคิดถึง
|
1808#4
|
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กวีนิพนธ์
องค์ประกอบของบทกวี มี 2 ส่วนหลัก ๆ ได้แก่
|
1808#5
|
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] |
กวีนิพนธ์
1. ความรู้สึก สารหรือเรื่องที่ต้องการถ่ายทอด บทกวีที่ดีออกมาจากความรู้สึกของผู้เขียน ความรู้สึกอาจเกิดขึ้นโดยกะทันหันหลังจากไปกระทบบางสิ่งบางอย่าง ก่อเกิดแรงบันดาลใจ อาจรู้สึก เปี่ยมสุข เปี่ยมความหมาย หรือรู้สึกนิ่งลึกดิ่งจมในเหวหุบแห่งความเศร้า ฯลฯ
|
1808#6
|
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] |
กวีนิพนธ์
2. รูปแบบที่กวีเลือกในการนำเสนอ
|
1808#7
|
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กวีนิพนธ์
แบ่งตามประเภทของกวีและวรรณกรรมที่ปรากฏเป็น 2 รูปแบบ คือ
ในช่วงที่การแต่งกลอนประเภทเคร่งฉันทลักษณ์และพราวสัมผัสถึงจุดอิ่มตัว บรรดากวีเริ่มแสวงหารูปแบบคำประพันธ์ใหม่ ๆ เพื่อหลีกเลี่ยงความจำเจ และสามารถสื่อ สาร ได้อย่างเสรี ไม่ติดในกรอบฉันทลักษณ์ จึงปรากฏรูปแบบกวีนิพนธ์ที่เรียกกันว่า กลอนเปล่า หรือ กวีนิพนธ์แบบไร้ฉันทลักษณ์ กวีนิพนธ์รูปแบบนี้ได้รับความนิยมมากขึ้น และเป็นที่ยอมรับในวงวรรณกรรมของไทยสูงสุด เมื่อหนังสือรวมบทกวี ไม่มีหญิงสาวในบทกวี ของ ซะการีย์ยา อมตยา ซึ่งเป็นกวีนิพนธ์ฉันทลักษณ์อิสระ ได้รับการคัดเลือกให้ชนะเลิศรางวัลซีไรต์ ในปี พ.ศ. 2553
|
1808#8
|
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กวีนิพนธ์
กลอนเปล่า เป็นคำประพันธ์ที่พัฒนามาจากฟรีเวิร์ส () ของตะวันตก เป็นกลอนในวรรณคดีอังกฤษที่ไม่มีการสัมผัสคำ แต่มีการเน้นเสียงในลักษณะ lambic Pentameter คือ 1 บาท แบ่งเป็น 5 จังหวะ จังหวะละ 2พยางค์ พยางค์แรกเสียงเบา (ลหุ) พยางค์หลังเสียงหนัก (ครุ) กลอนเปล่าได้กลายเป็นองค์ประกอบสำคัญของกวีนิพนธ์ประเภทบรรยายโวหารยาว ๆ (soliloquy) รวมทั้งงานด้านปรัชญาและการละคร นับตั้งแต่กลางศตวรรษที่ 16 เป็นต้นมา กลอนเปล่าปรากฎอยู่ทั่วไปในงานประพันธ์บทละครของเชคสเปียร์ โดยมักเป็นบทพูดของตัวละครที่มีบทบาทสำคัญ หรือมีฐานันดรสูงกว่าคนปกติ บทกวีมหากาพย์ "Paradise Lost" ของจอห์น มิลตัน ใช้รูบแบบฉันทลักษณ์ของกลอนเปล่าประพันธ์ทั้งหมด
|
1808#9
|
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กวีนิพนธ์
กลอนเปล่าของไทย เริ่มนับตั้งแต่ พระบาทสมเด็จพระมงกุฎเกล้าเจ้าอยู่หัว รัชกาลที่ 6 ได้ทรงนำกลอนเปล่าเข้ามาใช้ในไทย โดยใช้เป็นบทสนทนาที่แปลมาจากบทละครของเช็คเสปียร์ ต่อมา จิตร ภูมิศักดิ์ เขียนบทร้อยกรองชื่อพิราบขาวในลักษณะของกลอนเปล่า แต่เป็นกลอนเปล่าที่เปลี่ยนแปลไปจากเดิมในความหมายจากตะวันตก ซึ่งทำให้มีผู้เรียกว่า กลอนปลือย
|
1808#10
|
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กวีนิพนธ์
กลอนเปล่าและกลอนเปลือยที่ไทยใช้ จึงหมายถึงงานเขียนที่ผู้แต่งมุ่งประหยัดและพิถีพิถันในการใช้คำและที่สำคัญ คือ ผู้เขียนพยายามจัดถ้อยคำเป็นวรรค หรือเป็นรูปใดรูปหนึ่งคล้ายร้อยกรอง เพียงแต่ไม่มีสัมผัสบังคับเท่านั้น
|
1808#11
|
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] |
กวีนิพนธ์
วรรณรูป หรือกวีนิพนธ์รูปธรรม () เป็นการผสมผสานทัศนศิลป์และวรรณศิลป์เข้าด้วยกัน กวีผู้โดดเด่นในเรื่องนี้ได้แก่ จ่าง แซ่ตั้ง ซึ่งใช้ความเป็นจิตรกรในการเขียนงานกวีนิพนธ์ งานวรรณรูปของเขามีทั้งแบบที่ใช้ถ้อยคำเรียงกันแบบกลอนเปล่า และแบบที่ใช้ถ้อยคำเรียงกันเป็นรูปภาพ งานวรรณรูปที่ปรากฏในปัจจุบันมิได้บ่งชัดว่าได้รับอิทธิพลจากชาติใด นับเป็นความริเริ่มของ จ่าง แซ่ตั้ง เลยทีเดียว
|
1808#12
|
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กวีนิพนธ์
แคนโต้ จัดเป็นบทกวีประเภทหนึ่ง มีลักษณะเป็นกลอนเปล่า 3 บรรทัด “แคนโต้” เป็นเพียงบทกวีที่ประกอบไปด้วยกลุ่มถ้อยคำสั้น ๆ แต่สิ่งที่น่าแปลกก็คือ เมื่อกลุ่มคำเหล่านี้ ถูกจัดเรียงเป็นสามบรรทัดแล้ว กลับเต็มเปี่ยมไปด้วยพลัง เมื่อได้อ่านแคนโต้ของใครผู้ใดก็ตาม เป็นความยาวต่อเนื่องจำนวนมาก คุณจะกลายเป็นผู้ล่วงล้ำ เข้าไปรับรู้ถึงอารมณ์ และห้วงความคิดคำนึงของชีวิตใครผู้หนึ่ง ในลักษณะปะติดปะต่อ และในยามที่คุณเผชิญหน้ากับถ้อยคำสั้น ๆ เหล่านั้น คุณจะได้พบกับความหมายบางอย่าง ผ่านความอ่อนไหว จากชีวิตเล็ก ๆ บนโลกนี้
|
1808#13
|
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กวีนิพนธ์
แคนโต้ เป็นบทกวีไทยร่วมสมัย เกิดขึ้นโดยคนไทย มีลักษณะเป็นลูกผสมระหว่างตะวันออกและตะวันตก รูปแบบคล้ายกวีไฮกุของญี่ปุ่น มีความแตกต่างกันเล็กน้อย ตรงที่ไฮกุจะเน้นไปทางการแสวงหาความหลุดพ้น แต่แคนโต้นั้นเดี๋ยวดี เดี๋ยวร้าย
|
1808#14
|
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กวีนิพนธ์
ในประเทศไทยมีผู้เขียนบทกวี 3 บรรทัดอยู่บ้างประปราย แต่คนที่นิยาม การรวมกลุ่มของบทกวี 3 บรรทัด ที่มีความยาวต่อเนื่อง 400 บทขึ้นไปว่า “แคนโต้”นั้น คือ ฟ้า พูลวรลักษณ์
|
1808#15
|
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กวีนิพนธ์
จากแคนโต้หมายเลขหนึ่ง
|
1808#16
|
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กวีนิพนธ์
บทที่ 1
|
1808#17
|
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] |
กวีนิพนธ์
"บ้านของข้าเงียบสงับ"
|
1808#18
|
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กวีนิพนธ์
"อยู่ในตรอก"
|
1808#19
|
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] |
กวีนิพนธ์
"ข้าไม่มีเพื่อนสักคน"
|
1808#20
|
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] |
กวีนิพนธ์
ในการสื่อสารด้านอารมณ์ การเขียนกวีนิพนธ์มักมีรูปแบบที่สั้นและกระชับ หรืออาจมีการใช้การพ้องเสียงหรือการกล่าวซ้ำ ๆ เพื่อสร้างให้เกิดผลคล้ายดนตรีหรือคำพูดในพิธีกรรม คุณภาพของบทกวีมักขึ้นอยู่กับการสร้างให้เกิดมโนภาพ การเกี่ยวข้องกันของคำ และความไพเราะของภาษาที่ใช้
|
1809#0
|
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รายชื่อวรรณคดีไทย
รายชื่อวรรณคดีของไทย ซึ่งเป็นงานเขียนหรือวรรณกรรมไทยที่ยกย่องกันว่าดี มีสาระ และมีคุณค่าทางวรรณศิลป์
|
1809#1
|
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รายชื่อวรรณคดีไทย
วรรณคดีไทยเป็นผลงานที่ทรงคุณค่าทางวรรณศิลป์ เป็นผลงานเขียนที่เกิดขึ้นก่อนสมัยรัชกาลที่ 7
|
1809#2
|
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รายชื่อวรรณคดีไทย
= ก =
|
1809#3
|
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รายชื่อวรรณคดีไทย
= ข =
|
1809#4
|
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] |
รายชื่อวรรณคดีไทย
= คควายไถ่นา == งงูก้งูไง == จจาน == ชช้าง == ดเด็ก == ตเต่า == นหนู == ปปลา == พพาน == มม้า == ยยัก == รเรือ == ลลิง == วแหวน == ศ == สเสือ =
|
1810#0
|
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] |
แฟร็กทัล
แฟร็กทัล () ในปัจจุบันเป็นคำที่ใช้ในเชิงวิทยาศาสตร์และคณิตศาสตร์ หมายถึง วัตถุทางเรขาคณิต ที่มีคุณสมบัติคล้ายตนเอง คือ ดูเหมือนกันไปหมด (เมื่อพิจารณาจากแง่ใดแง่หนึ่ง) ไม่ว่าจะดูที่ระดับความละเอียด (โดยการส่องขยาย) หรือ สเกลใดก็ตาม
|
1810#1
|
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] |
แฟร็กทัล
คำว่า แฟร็กทัล นี้ เบอนัว ม็องแดลโบรต เป็นคนบัญญัติขึ้นในปี ค.ศ. 1975 จากคำว่า "fractus" ในภาษาละติน ซึ่งแปลว่า แตก หรือ ร้าว
|
1810#2
|
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] |
แฟร็กทัล
ได้มีการค้นพบสิ่งที่เรารู้จักกันในนามของแฟร็กทัลมานานก่อนที่คำว่า "แฟร็กทัล" จะได้รับการบัญญัติขึ้นมาใช้เรียกสิ่งเหล่านี้ ในปี ค.ศ. 1872 คาร์ล ไวเออร์ชตรัสส์ (Karl Weierstrass) ได้ยกตัวอย่างของฟังก์ชัน ที่มีคุณสมบัติ "everywhere continuous but nowhere differentiable" คือ มีความต่อเนื่องที่ทุกจุด แต่ไม่สามารถหาค่าอนุพันธ์ได้ ต่อมาในปี ค.ศ. 1904 เฮลเก ฟอน ค็อค (Helge von Koch) ได้ยกตัวอย่างทางเรขาคณิต ซึ่งได้รับการเรียกขานในปัจจุบันนี้ว่า "เกล็ดหิมะค็อค" (Koch snowflake) ต่อมาในปี ค.ศ. 1938 พอล ปีแอร์ ลาวี (Paul Pierre Lévy) ได้ทำการศึกษา รูปร่างของ กราฟ (curve และ surface) ซึ่งมีคุณสมบัติที่ส่วนประกอบย่อย มีความเสมือนกับโครงสร้างโดยรวมของมัน คือ "Lévy C curve" และ "Lévy dragon curve"
|
1810#3
|
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] |
แฟร็กทัล
เกออร์ก คันทอร์ (Georg Cantor) ก็ได้ยกตัวอย่างของ เซตย่อยของจำนวนจริง ซึ่งมีคุณสมบัติแฟร็กทัลนี้ เป็นที่รู้จักกันในชื่อ เซตคันทอร์ หรือ ฝุ่นคันทอร์ จากการศึกษาเซตคันทอร์นี้ นักคณิตศาสตร์ เช่น Constantin Carathéodory และ Felix Hausdorff ได้ขยายความแนวคิดเรื่อง มิติ (dimension) จากเดิมที่เป็นจำนวนเต็ม ให้ครอบคลุมถึงมิติที่ไม่เป็นจำนวนเต็ม นอกจากนั้น นักคณิตศาสตร์อีกหลายคน ในช่วงปลายคริสต์ศตวรรษที่ 19 ถึงต้นคริสต์ศตวรรษที่ 20 เช่น อองรี ปวงกาเร, เฟลิกซ์ คลิน (Felix Klein), ปิแอร์ ฟาตู (Pierre Fatou) และ กาสตง จูเลีย (Gaston Julia) ได้ศึกษาฟังก์ชันวนซ้ำ (Iterated function) ซึ่งมีความเกี่ยวพันอย่างใกล้ชิดกับ คุณสมบัติความคล้ายตนเอง (self-similarity) แต่บุคคลเหล่านั้นก็ไม่ได้เห็นถึงความสวยงามของภาพจาก itereated functions ที่เราได้เห็นกัน เนื่องจากการแสดงผลที่ต้องใช้เทคโนโลยีคอมพิวเตอร์กราฟิก ซึ่งพัฒนาขึ้นในภายหลัง
|
1810#4
|
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] |
แฟร็กทัล
ในปี ค.ศ. 1960 เบอนัว ม็องแดลโบรต ได้ทำการศึกษาถึงคุณสมบัติความคล้ายตนเอง นี้ และตีพิมพ์บทความชื่อ "How Long is the Coast of Britain? Statistical Self-Similarity and Fractional Dimension." แมนดัลบรอ ได้เห็นถึงความสัมพันธ์ของผลงานในเรื่องต่าง ๆ ในอดีต ซึ่งดูราวกับจะเป็นคนละเรื่องไม่มีความสัมพันธ์กัน เขาได้รวบรวมแนวความคิด และบัญญัติคำว่า แฟร็กทัล ขึ้น เพื่อใช้ระบุถึงวัตถุที่มีคุณสมบัติความคล้ายตนเอง
|
1810#5
|
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] |
แฟร็กทัล
แฟร็กทัล นั้นนอกจากเป็นวัตถุที่มี ความคล้ายตนเอง แล้วยังมีอีกคุณสมบัติหนึ่งคือ มีมิติเฮาส์ดอร์ฟ (Hausdorff) ไม่เป็นจำนวนเต็ม (นิยามโดย เบอนัว ม็องแดลโบรต ไว้ว่า "A fractal is by definition a set for which the Hausdorff-Besicovitch dimension strictly exceeds the topological dimension.") แต่คำจำกัดความนี้ดูเหมือนจะมีปัญหาอยู่มาก เนื่องจาก ปรากฏว่ามีวัตถุที่มีรูปร่างเป็นแฟร็กทัล แต่ไม่ได้เป็นไปตามคุณสมบัติมิตินี้
|
1810#6
|
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แฟร็กทัล
คำจำกัดความของสิ่งที่เราเรียกว่า แฟร็กทัล นั้นจะค่อนข้างกำกวม ไม่ชัดเจนเนื่องจาก
|
1810#7
|
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แฟร็กทัล
แฟร็กทัลสามารถจำแนกออกเป็นสามประเภทตามวิธีการสร้างดังนี้
|
1810#8
|
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] |
แฟร็กทัล
แฟร็กทัลประเภทแรกมีรูปแบบการสร้างแบบง่าย ๆ โดยอาศัยหลักการวนซ้ำกฎเกณฑ์ที่กำหนดไปเรื่อย ๆ ไม่มีที่สิ้นสุด เช่น
เซตคันทอร์, ฝุ่นคันทอร์ และ ฟังก์ชันคันทอร์ ซึ่งจัดเป็นหนึ่งในฟังก์ชันประเภทที่เรียกว่า Devil's staircase,
เส้นโค้งค็อค และ เกล็ดหิมะค็อค,
พรมซูร์พินสกี (Sierpinski carpet), สามเหลี่ยมซูร์พินสกี (Sierpinski triangle)
Space-filling curve หรือ Peano curve
และ เส้นโค้งมังกร เป็นต้น แฟร็กทัลประเภทนี้มีคุณสมบัติคล้ายตนเองอย่างสมบูรณ์ (exact self-similarity)
|
1810#9
|
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แฟร็กทัล
แฟร็กทัลอีกจำนวนหนึ่งมีที่มาจากการศึกษาทฤษฎีความอลวน เรียกว่า escape-time fractal ตัวอย่างเช่น เซตจูเลีย, เซตม็องแดลโบรต, แฟร็กทัล Burning Ship และ แฟร็กทัลไลยาปูนอฟ (Lyapunov) แฟร็กทัลสร้างจากวนซ้ำสมการ formula_1 ไปเรื่อย ๆ หรือเขียนอยู่ในรูปสัญลักษณ์ทางคณิตศาสตร์คือ formula_2 และสร้างกราฟของค่าพารามิเตอร์ formula_3 หรือค่าเริ่มต้นของ formula_4 ที่ให้ผลลัพธ์ที่อลวน แฟร็กทัลเหล่านี้มักมีคุณสมบัติคล้ายตนเองที่ไม่สมบูรณ์ กล่าวคือ เมื่อขยายแฟร็กทัลดูส่วนที่เล็กลงจะพบว่ามีรูปร่างคล้ายแต่ไม่เหมือนรูปร่างของเดิมซะทีเดียว (quasi-self-similarity)
|
1810#10
|
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แฟร็กทัล
แฟร็กทัลประเภทสุดท้าย สร้างโดยกระบวนการสโตคาสติก หรือ การสุ่ม เช่น การเคลื่อนที่แบบบราวเนียน ต้นไม้บราวเนียน เป็นต้น แฟร็กทัลลักษณะนี้ เฉพาะค่าทางสถิติของแฟร็กทัลที่สเกลต่าง ๆ เท่านั้นที่มีลักษณะเหมือนกัน (statistical self-similarity)
|
1810#11
|
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] |
แฟร็กทัล
สิ่งที่มีลักษณะใกล้เคียงกับแฟร็กทัลสามารถพบได้ง่ายในธรรมชาติ ตัวอย่างสิ่งของที่มีคุณลักษณะความคล้ายตนเองในระดับหนึ่ง เช่น เมฆ เกล็ดหิมะ ภูเขา สายฟ้าในฟ้าผ่า การแตกสาขาของแม่น้ำ ปุ่มบนดอกกะหล่ำ การแตกแขนงของเส้นเลือดฝอย เป็นต้น ซึ่งเมื่อนำวัตถุนั้นมาขยายแล้วจะพบว่ามีรูปร่างคล้ายกับของเดิม แต่วัตถุในธรรมชาติก็มีข้อจำกัดคือเมื่อขยายมาก ๆ เช่น จนถึงระดับ เซลล์ หรือ โมเลกุล จะไม่เหลือคุณสมบัติความคล้ายตนเองเหลืออยู่
|
1810#12
|
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] |
แฟร็กทัล
ต้นไม้และเฟิร์น ก็มีคุณสมบัติแฟร็กทัลในธรรมชาติของมัน เช่น กิ่งของต้นไม้ดูคล้ายต้นไม้ทั้งต้นแต่มีขนาดเล็กลง ส่วนย่อย ๆ ของใบเฟิร์นก็เช่นกัน ด้วยคุณสมบัติความคล้ายตนเองนี้ เราสามารถสร้างแบบจำลองของต้นไม้และในเฟิร์นบนเครื่องคอมพิวเตอร์ได้ง่ายโดยวิธีวนซ้ำ
|
1810#13
|
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แฟร็กทัล
แฟร็กทัลยังพบได้ในงานศิลปะ ตัวอย่างเช่นภาพเขียนของจิตรกรชาวอเมริกัน แจ็คสัน พอลล็อก (Jackson Pollock) ซึ่งดูผิวเผินจะประกอบด้วยหยดหมึกหรือแต้มหมึกที่ไม่เป็นระเบียบ แต่จากการวิเคราะห์ด้วยคอมพิวเตอร์ก็พบรูปแบบของแฟร็กทัลในงานของเขา
|
1810#14
|
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] |
แฟร็กทัล
แฟร็กทัลยังพบได้มากในศิลปะและสถาปัตยกรรมในแบบแอฟริกัน เช่น บ้านรูปวงกลมเล็ก ๆ ตั้งเรียงกันเป็นรูปวงกลมใหญ่ขึ้นและใหญ่ขึ้น บ้านรูปสี่เหลี่ยมซึ่งมีรูปสี่เหลี่ยมขนาดเล็กประกอบ เป็นต้น ลวดลายของรูปร่างหนึ่ง ๆ ในหลายสเกลยังพบในสิ่งทอ รูปปั้น หรือแม้กระทั่งทรงผมในแบบแอฟริกัน
|
1810#15
|
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] |
แฟร็กทัล
ทฤษฎีและผลจากการศึกษาแฟร็กทัล สามารถนำมาประยุกต์ใช้กับงานหลาย ๆ ด้าน ตัวอย่างที่สำคัญเช่น
|
1810#16
|
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] |
แฟร็กทัล
การสร้างภาพในคอมพิวเตอร์ สามารถใช้กฎเกณฑ์การเรียกตนเอง (recursion) มาเขียนโปรแกรมสร้างภาพของสิ่งต่าง ๆ ที่โดยธรรมชาติมีลักษณะใกล้เคียงแฟร็กทัล เช่น ต้นไม้ ภูเขา มาใส่ในเกมคอมพิวเตอร์ หรือสร้างเป็นฉากกราฟิกส์ในภาพยนตร์ โดยโปรแกรมที่เขียนจากหลักการเรียกตนเองมีขนาดเล็ก ในทางกลับกันเราสามารถใช้แฟล็กทัลมาประยุกต์กับการบีบอัดข้อมูลสัญญาณและภาพ โดยการหาค่าพารามิเตอร์ของสมการวนซ้ำที่ให้ได้ผลลัพธ์ใกล้เคียงกับสัญญาณหรือภาพที่ต้องการ และใช้ค่าพารามิเตอร์นั้นเป็นข้อมูลที่ถูกบีบแล้ว
|
1810#17
|
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] |
แฟร็กทัล
เราสามารถใช้วนซ้ำมาสังเคราห์เสียงดนตรีแนวใหม่ สร้างงานศิลปะแปลกใหม่ ออกแบบแฟชั่น ลวดลายบนชุดพรางตัวของทหารนาวิกโยธินสหรัฐที่เรียกว่า MARPAT (MARine Disruptive PATtern) ซึ่งมีลวดลายไม่เป็นระเบียบ สามารถกลมกลืนกับธรรมชาติได้ดี ก็สร้างขึ้นจากหลักการแฟล็กทัล
|
1810#18
|
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] |
แฟร็กทัล
รอยร้าวต่าง ๆ ลักษณะแตกแขนงย่อย ๆ ออกไปเหมือนแฟร็กทัล จึงมีประโยชน์ในการคาดคะเนการแตกหักในวิชากลศาสตร์ (Fracture mechanics) และใช้ในการศึกษาด้านแผ่นดินไหว (Seismology)
|
1810#19
|
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] |
แฟร็กทัล
อีกตัวอย่างการใช้งาน คือ สายอากาศแบบแฟร็กทัล ที่มีขนาดเล็กแต่สามารถรับส่งคลื่นความถี่ได้หลากหลาย สายอากาศที่ใช้รับสัญญาณโทรทัศน์ ก็มีลักษณะความคล้ายตนเองเช่นเดียวกัน
|
1811#0
|
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] |
แพงพวยฝรั่ง
แพงพวยฝรั่ง เป็นพืชดอกถิ่นเดียวของประเทศมาดากัสการ์ ในธรรมชาติอยู่ในสภาวะเสี่ยงต่อการสูญพันธุ์เพราะการถางและเผาเพื่อการเกษตรกรรม แต่อย่างไรก็ตามมันกลับได้รับการปลูกเลี้ยงอย่างกว้างขวางในพื้นที่เขตร้อนทั่วโลก
|
1811#1
|
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] |
แพงพวยฝรั่ง
แพงพวยฝรั่งเป็นไม้ไม่ผลัดใบพุ่มเตี้ยหรือพืชโตชั่วฤดูสูงประมาณ 1 ม. ใบเป็นรูปไข่ถึงรูปขอบขนาน ยาว 2.5–9 ซม. กว้าง 1–3.5 ซม. สีเขียวเป็นมัน ไม่มีขน เส้นกลางใบซีดและก้านใบสั้น ยาว 1–1.8 ซม. ดอกมีสีขาวถึงชมพูเข้ม มีสีแดงตรงกลางดอก ฐานดอกรูปหลอดยาว 2.5-3 ซม. วงกลีบดอกมีเส้นผ่านศูนย์กลาง 2–5 ซม. มี 5 แฉก ผลเป็นผลแตกแนวเดียวยาว 2–4 ซม. กว้าง 3 มม.
|
1811#2
|
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] |
แพงพวยฝรั่ง
แพงพวยฝรั่งมีชื่อพื้นเมืองอื่น ๆ ดังนี้: นมอิน (สุราษฎร์ธานี) ผักปอดบก (เหนือ) แพงพวยบก (กทม.)
ทำได้ทั้งวิธีปักชำและเพาะเมล็ดแต่การเพาะเมล็ด จะทำได้ง่ายว่า ทำได้โดยการเพาะลงในกระบะหรือเพาะลงในแปลงเพาะปลูก เมล็ดจะงอกใน 5-7วัน แพงพวยฝรั่งนี้เป็นพืชที่ต้องการแสงและอากาศร้อนเนื่องจากเป็นพืชในเขตร้อน สามารถเจริญเติบโตได้ดีในดินที่มีความอุดมสมบูรณ์ต่ำถึงปานกลาง โดยเฉพาะดินที่สามารถระบายน้ำได้ดี เช่นดินร่วนปนทราย ซึ่งมันจะช่วยรากเจริญได้ดี เพราะหากดินระบายน้ำไม่ดี จะทำให้รากเน่าเนื่องจากรากไม่มีอากาศหายใจ
|
1811#3
|
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] |
แพงพวยฝรั่ง
แพงพวยฝรั่งเป็นพืชที่ดูแลรักษาง่ายไม่พบว่ามีการรบกวนจากแมลงศัตรูพืช แพงพวยฝรั่งนี้จะชอบอยู่ในที่ที่มีแดดจัด การให้น้ำควรให้ในปริมาณพอสมควร ไม่แฉะมากเกินไป อาจจะมีการใส่ปุ๋ยในการบำรุงต้นบ้าง
ส่วนที่นำมาใช้ในการทำยาคือ ลำต้นและราก ซึ่งได้มีข้อมูลทางวิทยาศาสตร์ได้กล่าวไว้ว่า ลำต้นและรากนี้สามารถสร้างสารที่เรียกว่า อัลคาลอยด์ได้มากกว่า 55ชนิดอัลคาลอยด์ที่สามารถนำมาใช้รักษาโรคมะเร็งได้ผลคือ วินบลาสทีน ( Vinblastine) และวินคริสทีน ( Vincristine) โดยสารทั้งสองชนิดนั้นสามารถนำมารักษาโรคมะเร็งเม็ดมะเร็งในต่อมน้ำเหลือง นอกจากนี้ราก แก้บิด ขับพยาธิ ห้ามเลือด รักษามะเร็งในเม็ดเลือดและใบจะช่วยในการบำรุงหัวใจ ช่วยในการย่อย หรือใช้ทั้งต้นในการแก้เบาหวานความดัน แก้อาการตัวเหลืองอันเกิดพิษของสุรา
|
1811#4
|
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แพงพวยฝรั่ง
แพงพวยมีอัลคาลอยด์ที่เป็นพิษสูง มีฤทธิ์หลอนประสาท
|
1811#5
|
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] |
แพงพวยฝรั่ง
1. Snowflakes มีพุ่มต้นสูง 10 นิ้ว ต้นสูงสม่ำเสมอกันหมด ดอกสีขาว
2. Little Bright สูง 10 นิ้ว ดอกสีขาว ใจกลางดอกสีแดง
3. Little Linda ต้นสุง 8-10 นิ้ว ดอกสีชมพูเข้มอมม่วง พุ่มต้นกระทัด และออกดอกมาก
4. Little Mixed มีหลายสีคละกัน
5. Little Pinkie ดอกสีชมพูเข้ม3.
6.Little Blanch สูง 10 นิ้ว ดอกสีขาว
7. Little Bright Eye สีชมพูมีแต้มสีแดง
8. Little Delicata สีขาวมีแต้มสีแดงเข้ม
9. Little Blanche สีขาว
10. Little Linda สีชมพูอมม่วง
11. Pretty in Rose สีชมพูอ่อน
12. Tropicana Blush สีแดงอ่อน
13. Tropicana Bright Eye สีชมพู
14. Tropicana Rose สีชมพูเข้ม
15. Tropicana Pink สีชมพูเข้ม
|
1815#0
|
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] |
กนู
"สำหรับ กนู ที่เป็นสัตว์ป่าแอฟริกา ดูที่:"
|
1815#1
|
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กนู
โครงการ กนู () เป็นชื่อของโครงการพัฒนาระบบปฏิบัติการ ริเริ่มโดยริชาร์ด สตอลแมน เมื่อปี พ.ศ. 2527 โดยมีจุดมุ่งหมายที่จะพัฒนาระบบปฏิบัติการเพื่อให้เป็นซอฟต์แวร์เสรี ที่ทุกคนสามารถนำไปใช้ แก้ไข ปรับปรุง หรือจำหน่ายฟรี โดยไม่ต้องเสียค่าลิขสิทธิ์ โครงการกนู ประกอบไปด้วย เคอร์เนล ไลบรารี คอมไพเลอร์ โปรแกรมระบบ และ โปรแกรมประยุกต์ต่าง ๆ
|
1815#2
|
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กนู
คำว่า กนู (IPA: /ɡəˈnuː/ "เกอะนู" หรือ /ˈnjuː/ "นยู" ในบางประเทศ) เป็นคำย่อแบบกล่าวซ้ำ มาจากคำเต็มว่า GNU's Not Unix (กนูไม่ใช่ยูนิกซ์) เพราะระบบกนูพัฒนาให้เหมือนระบบยูนิกซ์แต่ไม่ได้ใช้ซอร์สโคดของยูนิกซ์เลย
|
1815#3
|
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] |
กนู
พ.ศ. 2549 เคอร์เนลทางการของกนู คือ Hurd ยังไม่เสร็จสมบูรณ์ ผู้ใช้ระบบกนูส่วนใหญ่เลือกโดยใช้ลินุกซ์เป็นเคอร์เนล อย่างไรก็ตาม ระบบเหล่านั้นมักจะถูกเรียกว่า "ลินุกซ์" ซึ่งถ้าจะให้ถูกต้องแล้ว ควรจะเรียกว่า ระบบกนู/ลินุกซ์ (GNU/Linux systems) เพราะใช้ลินุกซ์เป็นเคอร์เนล ส่วนซอฟต์แวร์ส่วนอื่น ๆ มาจากโครงการกนู
|
1815#4
|
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] |
กนู
โปรแกรมหลายตัวในโครงการ ก็ถูกปรับให้ทำงานในระบบปฏิบัติการอื่น ๆ ได้ เช่น ไมโครซอฟท์วินโดวส์ บีเอสดี แมคโอเอส เป็นต้น
|
1815#5
|
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] |
กนู
สัญญาอนุญาต GPL, LGPL และ GFDL ที่ใช้ในโครงการอื่น ๆ มากมาย ก็ริเริ่มจากกนู
|
1815#6
|
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กนู
กนูประกาศอย่างเป็นทางการเมื่อวันที่ 27 กันยายน พ.ศ. 2526 ทางกลุ่มข่าว net.unix-wizards และ net.usoft การพัฒนาซอฟต์แวร์เริ่มต้นเมื่อ 5 มกราคม พ.ศ. 2527 เมื่อ สตอลแมน ลาออกจากสถาบันเทคโนโลยีแมสซาชูเซตส์ เพื่อไม่ให้มหาวิทยาลัยอ้างลิขสิทธิ์ในตัวซอฟต์แวร์และแทรกแซงการเผยแพร่ในรูปแบบซอฟต์แวร์เสรี สำหรับชื่อ"กนู" นั้น สตอลแมน ได้แนวความคิดจากการเล่นคำแบบต่าง ๆ และจากเพลง The Gnu ของวง Flanders and Swann
|
1815#7
|
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กนู
เป้าหมายของโครงการก็คือสร้างระบบปฏิบัติการเสรีทั้งระบบ ที่ผู้ใช้สามารถศึกษาซอร์สโคด แก้ไขการทำงานของซอฟต์แวร์ และเผยแพร่ซอฟต์แวร์ที่แก้ไขต่อไปยังคนอื่นได้โดยเสรี เหมือนกับที่เคยเป็นในช่วงคริสต์ทศวรรษที่ 1960 และ 1970 แนวความคิดนี้นำออกตีพิมพ์เป็นบทความ GNU Manifesto ในเดือนมีนาคม พ.ศ. 2528 ทางวารสาร Dr. Dobb's Journal of Software Tools
|
1815#8
|
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กนู
ซอฟต์แวร์ส่วนใหญ่ต้องเริ่มต้นเขียนจากศูนย์ แต่ซอฟต์แวร์เสรีที่มีอยู่แล้วก็นำมาใช้ด้วย ตัวอย่าง เช่น ระบบเรียงพิมพ์ TeX และระบบ X Window System คนที่เขียนกนูส่วนใหญ่เป็นอาสาสมัคร ซึ่งบางส่วนเขียนในเวลาว่าง บางส่วนว่าจ้างโดยบริษัท สถานศึกษา หรือ องค์กรไม่แสวงหากำไรอื่น ๆ ในเดือนตุลาคม พ.ศ. 2528 สตอลแมน จัดตั้ง Free Software Foundation (FSF) FSF จ้างโปรแกรมเมอร์จำนวนหนึ่งพัฒนาซอฟต์แวร์ทำจำเป็นสำหรับกนู ในช่วงสูงสุดเคยมีพนักงาน 15 คน FSF ยังเป็นผู้ถือลิขสิทธิ์ของซอฟต์แวร์กนูบางตัว ซอฟต์แวร์ส่วนใหญ่เผยแพร่โดยใช้สัญญาอนุญาต GPL บางส่วนใช้ LGPL หรือสัญญาอนุญาตอื่น ๆ
|
1815#9
|
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] |
กนู
เนื่องจากในขณะนั้น ยูนิกซ์ เป็นระบบปฏิบัติการที่นิยมมากตัวหนึ่ง กนูจึงออกแบบให้คล้ายกับยูนิกซ์มาก เพื่อให้ผู้ใช้สามารถย้ายไประบบกนูได้สะดวก ยูนิกซ์ยังมีโครงสร้างแบบโมดูล จึงสามารถพัฒนาโครงการกนูแยกกันเป็นส่วน ๆ ได้
|
1815#10
|
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กนู
เมื่อกนูเริ่มมีบทบาท ธุรกิจหลายรายหันมาสนับสนุนการพัฒนา หรือขายซอฟต์แวร์และบริการทางเทคนิก บริษัทที่มีชื่อและประสบความสำเร็จที่สุดก็คือ Cygnus Software ปัจจุบันเป็นส่วนหนึ่งของบริษัท Red Hat
|
1817#0
|
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วีระ สมความคิด
วีระ สมความคิด (28 พฤศจิกายน พ.ศ. 2500—) ประธานกลุ่มพิทักษ์สิทธิเสรีภาพของประชาชน และเลขาธิการเครือข่ายประชาชนต้านคอร์รัปชัน (คปต.)
|
1817#1
|
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วีระ สมความคิด
วีระ สมความคิด จบชั้นมัธยมศึกษาจากโรงเรียนสวนกุหลาบวิทยาลัย จบปริญญาตรีนิติศาสตรบัณฑิตจากมหาวิทยาลัยสุโขทัยธรรมาธิราชหลักสูตรประกาศนียบัตรชั้นสูงการเสริมสร้างสังคมสันติสุข สถาบันพระปกเกล้า รุ่นที่ 6 และได้รับปริญญาดุษฎีบัณฑิตกิตติมศักดิ์ สาขาวิชาผู้นำทางสังคม การเมือง และเศรษฐกิจ จากมหาวิทยาลัยรังสิต ในปลาย พ.ศ. 2551
|
1817#2
|
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วีระ สมความคิด
มีบทบาททางการเมืองในช่วงเหตุการณ์ 14 ตุลา พ.ศ. 2516 ด้วยการเป็นประธานนักเรียน หลังจากนั้นได้เข้าร่วมในเหตุการณ์ 6 ตุลา พ.ศ. 2519 และพฤษภาทมิฬ พ.ศ. 2535
|
1817#3
|
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] |
วีระ สมความคิด
ซึ่งหลังเหตุการณ์ 6 ตุลา วีระได้ศึกษาธรรมะจากพุทธทาส โดยต่อมาได้อุปสมทบเป็นเวลา 5 ปี ได้ถือปฏิปทาของหลวงปู่ชา สุภัทโท, วัดหนองป่าพง จังหวัดอุบลราชธานี, นอกจากนี้ยังเป็นลูกศิษย์ของพระอาจารย์กัณหา สุขกาโม วัดแพร่ธรรมาราม จังหวัดแพร่ และเป็นลูกศิษย์ที่เหนียวแน่นของสมณะโพธิรักษ์ แห่งพุทธสถานสันติอโศก
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1817#4
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] |
วีระ สมความคิด
อีกทั้งเป็นสมาชิกกลุ่มรวมพลังซึ่งต่อมาได้กลายเป็นพรรคพลังธรรม และวีระได้เป็นสมาชิกพรรคพลังธรรม ปัจจุบันวีระไม่สังกัดพรรคการเมืองใด วีระเข้าร่วมการชุมนุมขับไล่พันตำรวจโท ทักษิณ ชินวัตร ให้ออกจากตำแหน่ง ใน พ.ศ. 2549 และการชุมนุมของพันธมิตรประชาชนเพื่อประชาธิปไตย ใน พ.ศ. 2551
|
1817#5
|
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วีระ สมความคิด
เมื่อปี พ.ศ. 2549 วีระได้ยื่นเรื่องต่อคณะกรรมการตรวจสอบการกระทำที่ก่อให้เกิดความเสียหายแก่รัฐ (คตส.) กรณีพันตำรวจโท ทักษิณ ชินวัตร นายกรัฐมนตรี กระทำความผิดตามกฎหมาย ปปช. มาตรา 100 ซึ่งต่อมาศาลฎีกาแผนกคดีอาญาของผู้ดำรงตำแหน่งทางการเมืองพิพากษาเมื่อวันที่ 11 สิงหาคม 2551 ให้จำคุกพันตำรวจโท ทักษิณ ชินวัตร เป็นเวลา 2 ปี
|
1817#6
|
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] |
วีระ สมความคิด
ต่อมาในวันที่ 19 กันยายน พ.ศ. 2552 วีระ สมความคิด, ไทกร พลสุวรรณ, อธิวัฒน์ บุญชาติ และสุนทร รักษ์รงค์ได้นำผู้ชุมนุมพันธมิตรฯ จำนวน 4,000 คน เดินทางไปเขาพระวิหารเป็นครั้งที่ 2 เพื่ออ่านแถลงการณ์ทวงคืนดินแดน 4.6 ตารางกิโลเมตรรอบปราสาทเขาพระวิหาร จนเกิดการปะทะกับชาวบ้านในพื้นที่ได้รับบาดเจ็บไปทั้ง 2 ฝ่าย
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