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* C Lanczos, ''The Variational Principles of Mechanics'' (Dover Publications)

| image1 = Lanczos-r01-filtering.svg | alt1 = Lanczos interpolation with radius 1 | image2 = Lanczos-r02-filtering.svg | alt2 = Lanczos interpolation with radius 2

...आवश्यक नहीं कि उससे बहुत छोटा हो <math> n </math><ref>{{cite journal |last=Lanczos |first=C. |title=रैखिक अंतर और अभिन्न ऑ ...f>{{cite book |last=Ojalvo |first=I. U. |chapter=Origins and advantages of Lanczos vectors for large dynamic systems |title=Proc. 6th Modal Analysis Conferenc

* {{cite journal|first1=Kornel|last1=Lanczos|author-link1=Cornelius Lanczos|url=https://hdl.handle.net/2027/mdp.39015086723239?urlappend{{=}}%3Bseq{{=}

...=304–312}} See equation 94.16, page 305. The following algebra compares to Lanczos, except he uses ~ to signify quaternion conjugation and * for complex conju

... 0, संबंधित संरक्षित मात्रा कुल ऊर्जा ''H'' है<ref name="energy" >{{harvnb|Lanczos|1970|pp=401–403}}</ref> ...मात्रा संगत रैखिक संवेग p_''k'' है।<ref name="momentum">{{harvnb|Lanczos|1970|pp=403–404}}</ref>

...यन समाधान को समतुल्य हैमिल्टनियन रूप में पुनर्निर्मित किया जा सकता है।<ref>Lanczos, pp. 331&ndash;338.</ref> इस स्थति में, हैमिल * {{cite book | last = Lanczos | first = C | author-link = Cornelius Lanczos | title = The Variational Principles of Mechanics | edition = 4th | publish

...e=Lanczos>{{cite book |title=The variational principles of mechanics |last=Lanczos |first=Cornelius |page=Introduction, pp. xxi–xxix |edition=4th |publisher ...=Lanczos1>{{cite book |title=The variational principles of mechanics |last=Lanczos |first=Cornelius |pages=3–6 |edition=4th |publisher=Dover Publications In

...YYr8wk2IC&q=%22Euler+force%22&pg=PA103|page=100|year=1986|author=Cornelius Lanczos|isbn=0-486-65067-7|publisher= Courier Dover Publications|location=New York} ...है। <ref>The term ''d'Alembert force'' often is limited to this case. See Lanczos, for example.</ref>

...son |author-first2=Cornelius |author-last2=Lanczos |author-link2=Cornelius Lanczos |date=1942 |journal=Journal of the Franklin Institute |doi=10.1016/S0016-00 ...e book |author-first=Cornelius |author-last=Lanczos |author-link=Cornelius Lanczos |title=Applied Analysis |url=https://archive.org/details/appliedanalysis00l

...िलक्षणिक मान ​​​​और अभिलक्षणिक सदिश समस्या को हल करने के लिए हम लैंक्ज़ोस (Lanczos) कलनविधि का उपयोग कर सकते हैं

...wk2IC&pg=PA103 | title=यांत्रिकी के परिवर्तनशील सिद्धांत| author=Cornelius Lanczos | year=1986 | isbn=978-0-486-65067-8 | publisher=Dover Publications | editi ...r |edition=Reprint of 1970 University of Toronto |page=1 |author=Cornelius Lanczos |year=1986}}</ref><ref name=Shabana1>For a description of generalized coord

* {{cite book | author=[[Lanczos]], Cornelius | title=The Variational Principles of Mechanics | location= To

...h> को वेग-निर्भर संभावित फलन के रूप में माना जाता है।<ref>{{Cite book|last=Lanczos, Cornelius, 1893-1974. | title=The variational principles of mechanics|date