On the left, a reproduction of the Mona Lisa with a representation of two vectors superimposed on top of it. The red arrow represents a vector in three dimensions pointing directly up on the plane of the painting and the blue arrow represents a unique arbitrary vector on the painting. On the right is the result of a shear transformation on the image on the left. The blue arrow now represents a different vector, while the red one still represents the same vector. For this reason, the red vector is an eigenvector of the transformation, and the blue vector is not.
วันที่
20 ตุลาคม พ.ศ. 2549
ที่มา/ผู้ถ่ายภาพ
The image of the Mona Lisa used in this image is Image:Mona_Lisa.jpeg. Arrows created using w:Inkscape, transformations made using w:GIMP
{{Information |Description=On the left, a reproduction of the Mona Lisa with a representation of two vectors superimposed on top of it. The red arrow represents a vector in three dimensions pointing directly up on the plane of the painting and the blue ar
ไฟล, mona, lisa, with, eigenvector, ไฟล, ประว, ไฟล, หน, าท, ภาพน, การใช, ไฟล, วนกลางขนาดของต, วอย, างน, กเซล, ความละเอ, ยดอ, กเซล, กเซล, กเซล, กเซล, กเซล, ภาพท, ความละเอ, ยดส, งกว, 8206, กเซล, ขนาดไฟล, เมกะไบต, ชน, ดไมม, image, ปภาพหร, อไฟล, เส, ยงน, นฉบ, บอย,. ifl prawtiifl hnathimiphaphni karichiflswnklangkhnadkhxngtwxyangni 706 599 phikesl khwamlaexiydxun 283 240 phikesl 565 480 phikesl 905 768 phikesl 1 206 1 024 phikesl 1 643 1 395 phikesl duphaphthimikhwamlaexiydsungkwa 8206 1 643 1 395 phikesl khnadifl 3 16 emkaibt chnidimm image png rupphaphhruxiflesiyngni tnchbbxyuthi khxmmxns raylaexiyddanlang epnkhxkhwamthiaesdngphlcak ifltnchbbinkhxmmxns khxmmxnsepnewbistinokhrngkarsahrbekbrwbrwmsuxesri thi khunsamarthchwyid khwamyx phusrangsrrkh J Finkelsteinkhaxthibay On the left a reproduction of the Mona Lisa with a representation of two vectors superimposed on top of it The red arrow represents a vector in three dimensions pointing directly up on the plane of the painting and the blue arrow represents a unique arbitrary vector on the painting On the right is the result of a shear transformation on the image on the left The blue arrow now represents a different vector while the red one still represents the same vector For this reason the red vector is an eigenvector of the transformation and the blue vector is not wnthi 20 tulakhm ph s 2549thima phuthayphaph The image of the Mona Lisa used in this image is Image Mona Lisa jpeg Arrows created using w Inkscape transformations made using w GIMP karxnuyatichsiththi Public domain Public domain false false nganniidthukephyaephrsusatharnsmbtiodyecakhxng Vb cakwikiphiediy sungmiphlthwolkinkrnithikdhmayimxnuyatihthaechnnn Vb xnuyatihthukkhnmisiththiinkarichiflniinthukehtuphlkarich odyimmimienguxnikh ewnaetkdhmayimxnuyatihthaechnnnkhabrryayodyyxithyephimkhabrryaythrrthdediywephuxkhyaykhwamwaiflnimixairixethmthiaesdngxyuiniflniprakxbdwysthanalikhsiththicopyrighted dedicated to the public domain by copyright holder xngkvssyyaxnuyatreleased into the public domain by the copyright holder xngkvs prawtiifl khlikwnthi ewlaephuxduiflthipraktinkhnann wnthi ewlarupyxkhnadphuichkhwamehn pccubn03 32 21 tulakhm 25491 643 1 395 3 16 emkaibt J Finkelstein Information Description On the left a reproduction of the Mona Lisa with a representation of two vectors superimposed on top of it The red arrow represents a vector in three dimensions pointing directly up on the plane of the painting and the blue ar hnathimiphaphni hnatxipni oyngmathiphaphni ewketxrlksnaechphaa karichiflswnklang wikixuntxipniichiflni karichbn ast wikipedia org Vector propiu y valor propiu karichbn ca wikipedia org Valor propi vector propi i espai propi karichbn de wikipedia org Eigenwertproblem karichbn en wikipedia org Portal Mathematics Selected article 24 Talk Eigenvalues and eigenvectors Archive 2 karichbn eo wikipedia org Ejgeno kaj ejgenvektoro karichbn es wikipedia org Vector valor y espacio propios Portal Algebra Portal Algebra Articulo seleccionado karichbn gl wikipedia org Valor propio vector propio e espazo propio karichbn it wikipedia org Autovettore e autovalore karichbn ja wikipedia org 固有値 利用者 Don hide 下書き場1 karichbn pt wikipedia org Autovalores e autovetores karichbn ro wikipedia org Vectori și valori proprii karichbn ru wikipedia org Sobstvennyj vektor karichbn simple wikipedia org Eigenvalues and eigenvectors karichbn sv wikipedia org Egenfunktion karichbn uk wikipedia org Vlasni vektori ta vlasni znachennya karichbn zh wikipedia org 特征值和特征向量 ekhathungcak https th wikipedia org wiki ifl Mona Lisa with eigenvector png, wikipedia, วิกิ หนังสือ, หนังสือ, ห้องสมุด,
