Search for tag: "exponent"

13 Media

01:06:46 ABG 205 Lec7 ABG 205 Lec7	ABG 205 Lec7 surface animals power animal heat weight body things lot mass point slide energy times birds production exponent rates rate equation From Heidi Rossow 0 likes 8 plays 0
02:14 ECS 220 4c:6.3-4 P vs. NP vs. EXP… ECS 220 4c:6.3-4 P vs. NP vs. EXP nondeterministic time hierarchy theorem	ECS 220 4c:6.3-4 P vs. NP vs. EXP nondeterministic time hierarchy theorem np subset hierarchy problems machines simulation thing theorem linear problem xp complexity sort overhead talk lack end dimension x. exponent From David Doty 0 likes 17 plays 0
07:37 ECS 220 4c:6.3-3 simulation slowdown and the Time… ECS 220 4c:6.3-3 simulation slowdown and the Time Hierarchy Theorem	ECS 220 4c:6.3-3 simulation slowdown and the Time Hierarchy Theorem steps subset problems programming languages machines language simulation catch-22 linear step log interpreter slowdown polynomial exponent end bit amount theorem From David Doty 0 likes 18 plays 0
09:25 ECS 220 3c:5.4 Diophantine equations and… ECS 220 3c:5.4 Diophantine equations and computationally complex integrals	ECS 220 3c:5.4 Diophantine equations and computationally complex integrals sum pi integer equation term integers formula numbers subsets exponent cosine thing integrals problem bit words times subset form function From David Doty 0 likes 20 plays 0
06:03 ECS 220 1b:2.2-2 asymptotic notation ECS 220 1b:2.2-2 asymptotic notation	ECS 220 1b:2.2-2 asymptotic notation function base exponent equals functions notation n. log omega t. input algorithm theta cubed end d. bounds values size steps From David Doty 0 likes 42 plays 0
04:28 ECS 120 8a:5 ranking the hardness of problems ECS 120 8a:5 ranking the hardness of problems	ECS 120 8a:5 ranking the hardness of problems algorithm problem a. cubed bit notion problems amount b. end reduction calls decision isms reducibility level zoom algorithms exponent equivalent From David Doty 0 likes 129 plays 0
11:26 ECS 120 6c:4 rules-of-thumb for comparing… ECS 120 6c:4 rules-of-thumb for comparing function growth rates	ECS 120 6c:4 rules-of-thumb for comparing function growth rates log times n. growth root rate power base equals exponent end running things lot polynomial constants place sides o. cubed From David Doty 1 likes 153 plays 0
10:28 ECS 120 6c:3 asymptotic analysis, definition of… ECS 120 6c:3 asymptotic analysis, definition of O() and o()	ECS 120 6c:3 asymptotic analysis, definition of O() and o() g. functions definition bounds f. times function rate growth delta bound linear n. algorithm constants infinity limit equals notation exponent From David Doty 1 likes 165 plays 0
59:26 PHY 255 Lecture 13 (Second Part) Lecture 14 PHY 255 Lecture 13 (Second Part) Lecture 14	PHY 255 Lecture 13 (Second Part) Lecture 14 PHY 255 Lecture 13 (Second Part) Lecture 14 process series thing exponent function equation bitcoin motion things dimension examples scale range mandelbrot analysis power coastline log water fractals From John Rundle 0 likes 7 plays 0
06:51 Section 3.4 Prob 58: Sensitivity of the eye to… Section 3.4 Prob 58: Sensitivity of the eye to brightness	Section 3.4 Prob 58: Sensitivity of the eye to brightness Using the quotient rule to study how pupil area responds to changes in light intensity. derivative differential calculus quotient rule intensity pupil change sensitivity delta times response strength stimulus problem x. respect exponent denominator numerator rule expression function light From Alexander Meyer 0 likes 361 plays 0
21:15 ECI 140B Lecture October 7, 2020 (part B) ECI 140B Lecture October 7, 2020 (part B)	ECI 140B Lecture October 7, 2020 (part B) energy rate temperature reaction activation kinetics equilibrium concentration problem relationship flow equation complex oxygen slide exponent reactants axis collision class From Jasquelin Pena 0 likes 36 plays 0
05:33 Section 2.2 #32 - von Bertalanffy growth model Section 2.2 #32 - von Bertalanffy growth model	Section 2.2 #32 - von Bertalanffy growth model Taking the limit of the von Bertalanffy function for fish body length as time t -> ∞, then using this information to (a) plot the function, and (b) determine the biological meaning of an… limit infinity von bertalanffy fish function expression length size graph exponent age birth t. term approach shape values constants model growth prediction From Alexander Meyer 0 likes 474 plays 0
38:19 Alfred A. Heusner Alfred A. Heusner	Alfred A. Heusner In this conversation, Emeritus Professor Alfred Heusner discusses his career at the University of California at Davis, including important persons and events that shaped his interests and… biology exponent inc. metabolism medical science school biochemistry professor consultancy service & management consultancy mamalian metabolic rates education and upbringing germany animal mathematics general secondary education (high school) research mice (rodent) quarter power scaling educational degrees From Emeriti 0 likes 123 plays 0